tag:blogger.com,1999:blog-45101940722050391232024-02-21T06:32:18.257+01:00Miguel BeiroTotal TrainingMiguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.comBlogger29125tag:blogger.com,1999:blog-4510194072205039123.post-7460405012319517402013-09-25T23:51:00.000+02:002013-09-25T23:51:14.329+02:00Martes<div style="-webkit-composition-fill-color: rgba(130, 98, 83, 0.0976563); -webkit-composition-frame-color: rgba(191, 107, 82, 0.496094); -webkit-tap-highlight-color: rgba(26, 26, 26, 0.296875); -webkit-text-size-adjust: auto; font-family: Noteworthy; font-size: 18px; font-weight: bold; line-height: 24px;">
Ayer no escribí por aquí, ya que fue un día completo... En el que llegué a casa a la 1 de la mañana. Pero aprovecho que hoy tenía descanso en el entrenamiento, que no en el trabajo, para contar el día de ayer.</div>
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Justo el lunes, Sandra, una compañera de trabajo, me preguntaba que dificultades o problemas tenía el hacer deporte con ejercicio. Desde el primer momento le dejé claro que los beneficios en comparación con los problemas son millones, pero por la mañana sufrí uno de esos problemillas.</div>
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De madrugada me hice una medición de glucemia (140 mg/dl), con la que si no hubiese entrenado los días anteriores, me despertaría con una glucemia superior o igual. Pero tras el entrenamiento del lunes, y pese a haber bajado la dosis de insulina basal en 2 unidades, me levanté con hipoglucemia (64 mg/dl). </div>
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Esto supuso que volviese a comenzar el entrenamiento en la playa con una glucemia de 270 mg/dl.</div>
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Y no fue este el único problema, ya que cuando llegué al Club Natació Barcelona me dijeron que no podría entrenar por no se que motivo.... Quiero agradecer en este blog a Rafa y al gerente del CNB, por solucionar todo en cuestión de minutos. Porque ya no es fácil afrontar una sesión individual de 70 minutos en la playa, como para que aún por encima haya factores externos que te dificulten más las cosas. </div>
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Realmente si no llevase perfectamente planificado el entrenamiento, creo que no hubiese entrenado. De ahí lo importante de planificar el entrenamiento, por este y muchos motivos más.</div>
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En primer lugar realicé los 70 min de playa y posteriormente el trabajo de fuerza en el gimnasio al aire libre.</div>
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Las sensaciones fueron bastante buenas y sólo destacaría cierta fatiga en los cuadriceps durante alguna parte de la sesión.</div>
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En cuanto a los ejercicios, al estar yo sólo, alterné conducción con ambas piernas, cambios de dirección, conducción por el aire (todo ello a máxima velocidad) con remates de chilena, en carrera y penaltis. Todo esto en bloques de trabajo de 4 minutos con 3 minutos de recuperación entre ellos.</div>
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DATOS:</div>
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<li><span style="font-size: small;">Glucosa pre entrenamiento: </span></li>
<li><span style="font-size: small;">Tipo de entrenamiento: fútbol playa </span></li>
<li><span style="font-size: small;">Duración: 70 min</span></li>
<li><span style="font-size: small;">HRavg: 146</span></li>
<li><span style="font-size: small;">HRmax: 187</span></li>
<li><span style="font-size: small;">803 Kcal </span></li>
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TRABAJO DE FUERZA</div>
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TREN SUPERIOR</div>
<ul>
<li><span style="font-weight: normal;"><span style="font-size: small;">Press de banca inclinado 3x10Rep. </span></span></li>
<li><span style="font-weight: normal;"><span style="font-size: small;">Remo 3x10 Rep. </span></span></li>
<li><span style="font-weight: normal;"><span style="font-size: small;">Curl alterno de bíceps 3x20 Rep. </span></span></li>
<li><span style="font-weight: normal;"><span style="font-size: small;">Fondos tríceps 3x10 Rep. </span></span></li>
<li><span style="font-weight: normal;"><span style="font-size: small;">Glucosa post entrenamiento: </span></span></li>
</ul>
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Todo esto aderezado con 8km de ida y 8km de vuelta, en bici, hasta el CNB.</div>
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COMIDA<br />
<ul>
<li><span style="font-size: small;"><span style="font-weight: normal;">Glucosa pre merienda: 111 mg/dL</span></span></li>
</ul>
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<ul>
<li>Glúcidos o Hidratos de carbono: 50 gr.</li>
<li>Insulina novorapid: 1,6 uds.</li>
<li>Glucosa post comida: 122 mg/dL</li>
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MERIENDA</div>
<ul>
<li>Glucosa pre merienda: 98 mg/dL</li>
<li>Glúcidos o Hidratos de carbono: 30 gr</li>
<li>Insulina novorapid: 1 ud</li>
<li>Glucosa post merienda: 137 mg/dL</li>
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CENA</div>
<ul>
<li>Glucosa pre cena: 92 md/dL</li>
<li>Glúcidos o Hidratos de carbono: 60 gr</li>
<li>Insulina novorapid: 2,1 uds</li>
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<a href="x-apple-data-detectors://0" x-apple-data-detectors-result="0" x-apple-data-detectors-type="calendar-event" x-apple-data-detectors="true">De 17:00 a 23:00</a> a trabajar para completar el día.</div>
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Mañana más y espero que también mejor.<br />
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Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-66122836665158986222013-09-23T23:46:00.003+02:002013-09-23T23:46:36.844+02:00Volvemos a empezar<span style="-webkit-composition-fill-color: rgba(130, 98, 83, 0.0976563); -webkit-composition-frame-color: rgba(191, 107, 82, 0.496094); -webkit-tap-highlight-color: rgba(26, 26, 26, 0.296875); font-family: Noteworthy; font-size: 18px; font-weight: bold; line-height: 24px;">Después de mucho tiempo sin actualizar el blog, vuelvo con la intención de ir escribiendo día a día.</span><br />
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Iré alternando artículos que me resulten interesantes con mis entrenamientos diarios, como hoy por ejemplo.</div>
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Los cambios en mi vida, el traslado a Barcelona, el trabajo, etc. No me han permitido entrenar como debería. Eso se verá reflejado en los datos que voy a publicar... Tiempos, distancias, pulsaciones... Que de seguro irán mejorando poco a poco.</div>
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Hablaré sobre el entrenamiento hoy y lo que tengo planificado para mañana.</div>
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DATOS:</div>
<ul>
<li>Glucosa pre entrenamiento: 282 mg/dl</li>
<li>Tipo de entrenamiento: Carrera Colserolla </li>
</ul>
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<ul>
<li>Subida:</li>
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<ul style="margin-left: 40px;">
<li>Duración: 43:42 min</li>
<li>Distancia: 6,44 km</li>
<li>HRavg: 167</li>
<li>HRmax: 191</li>
<li>632 Kcal </li>
<li>Ritmo medio: 6:47</li>
<li>Ritmo máximo: 4:25</li>
<li>Cadencia media: 80</li>
<li>Longitud de zancada: 94</li>
<li>Ascenso: 350 m</li>
</ul>
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<br /></div>
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<ul>
<li>Bajada</li>
</ul>
</div>
<div style="font-family: Noteworthy; font-weight: bold; line-height: 24px; margin-left: 40px;">
<ul>
<li><span style="font-size: small;">Duración: 34:11min</span></li>
<li><span style="font-size: small;">Distancia: 5,50 km</span></li>
<li><span style="font-size: small;">HRavg: 166</span></li>
<li><span style="font-size: small;">HRmax: 177</span></li>
<li><span style="font-size: small;">482 Kcal </span></li>
<li><span style="font-size: small;">Ritmo medio: 6:13</span></li>
<li><span style="font-size: small;">Ritmo máximo: 3:08</span></li>
<li><span style="font-size: small;">Cadencia media: 83</span></li>
<li><span style="font-size: small;">Longitud de zancada: 99</span></li>
<li><span style="font-size: small;">Descenso: 340 m</span></li>
</ul>
</div>
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Total </div>
<ul>
<li>1114 Kcal</li>
<li>11:94 km</li>
</ul>
<br /><ul>
<li>Glucosa post entrenamiento: 138 mg/dl</li>
</ul>
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COMIDA</div>
<ul>
<li>Glúcidos o Hidratos de carbono: 70 g.</li>
<li>Insulina novorapid: 2,6 uds</li>
<li>Glucosa post comida: 129 mg/dl</li>
</ul>
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MERIENDA</div>
<ul>
<li>Glucosa pre merienda: 86 mg/dl</li>
<li>Glúcidos o Hidratos de carbono: 20 g.</li>
<li>Insulina novorapid: 0,7 uds.</li>
</ul>
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<div>
<br /></div>
</div>
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<br /></div>
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TRABAJO DE FUERZA</div>
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AUTOCARGAS</div>
<ul>
<li>Flexiones 3x20 Rep. </li>
<li>Dominadas 3x10 Rep. </li>
<li>Abd en fitball 3x20 Rep. </li>
<li>Fondos tríceps 3x10 Rep. </li>
<li>Dominadas bíceps 3x8 Rep. </li>
<li>Plancha frontal (isométrico abd) 3x25 seg</li>
<li>Puente lateral (isométrico abd) 2x3x25 seg</li>
</ul>
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<br /></div>
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CENA</div>
<ul>
<li>Glucosa pre cena: 109</li>
<li>Glúcidos o Hidratos de carbono: 60 g.</li>
<li>Insulina novorapid: 1,6 uds.</li>
</ul>
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<div>
<br /></div>
</div>
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Hacia días que no subía al Colserolla, pero pese a ello las sensaciones fueron bastante buenas, sólo destacaría una pequeña molestia en los tendones rotulianos, aunque sin importancia. En el trabajo noté los gemelos ligeramente cargados y mañana seguramente estarán peor. </div>
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Las glucemias post entrenamiento fueron excelentes y debo mantener esta tendencia, es obvio que si repito este entrenamiento con una glucemia pre normal, debo llevar suplementación de glúcidos.</div>
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<br /></div>
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En cuanto al día de mañana tengo planificado lo siguiente:</div>
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<br /></div>
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ENTRENAMIENTO DE FUERZA</div>
<ul>
<li><span style="font-size: small;">Press banca: 3x10 Rep. Desc. 1:30</span></li>
<li><span style="font-size: small;">Remo: 3x10 Rep. Desc. 1:30</span></li>
<li><span style="font-size: small;">Curl alterno bíceps: 3x10 Rep. Desc. 1:30</span></li>
<li><span style="font-size: small;">Tríceps en polea: 3x10 Rep. Desc. 1:30</span></li>
</ul>
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<br /></div>
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ENTRENAMIENTO EN PLAYA</div>
<ul>
<li><span style="font-size: small;">Duración: 70 min</span></li>
<li><span style="font-size: small;">Trabajo y descanso: W4 R3</span></li>
<li><span style="font-size: small;">Tipo: Conducción y remate.</span></li>
<li><span style="font-size: small;">Zona de entrenamiento: Z4-5</span></li>
</ul>
<div>
<br /></div>
Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-1151421714047793962012-10-05T14:24:00.001+02:002012-10-05T14:24:26.946+02:00El test de 1-RM, ¿Es peligroso?<!--[if gte mso 9]><xml>
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<div class="MsoNormal">
El test de 1RM se utiliza en deportistas frecuentemente,
pero surge la duda de si será seguro en otras poblaciones como pueden ser los
niños/as, las personas de edad avanzada o los enfermos.</div>
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<br /></div>
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Encontré dos editoriales que analizaban esta misma cuestión en
personas de edad avanzada <span style="mso-no-proof: yes;">(Bellew, 2002; Di Fabio, 2001)</span> y en ambas <span style="mso-spacerun: yes;"> </span>los autores concluían que era un método
seguro, aunque conviene destacar ciertos matices:</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoListParagraph" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>En cuanto a la lesión más frecuente, <span style="mso-no-proof: yes;">Niewiadomski y cols.( 2008)</span> señala la rigidez muscular
que, sin embargo, también puede producir una sesión de entrenamiento de fuerza
de cierta intensidad.</div>
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<br /></div>
<div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span>En niños y niñas sanos de edades entre 6-13 años
<span style="mso-no-proof: yes;">Faigenbaum, Milliken y Westcott (2003)</span> demostraron que era un test
seguro.</div>
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<br /></div>
<div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-no-proof: yes;">Rydwik y cols. (2007) y Shaw y cols. (1995)</span> recomiendan, pese a ser un
método de evaluación seguro, tomar ciertas precauciones para evitar lesiones.</div>
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<br /></div>
<div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;">
<span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";">
</span></span></span><span style="mso-no-proof: yes;">Ploutz-Snyder y Giamis ( 2001)</span> mostraron que a diferencia de
las personas jóvenes, las de edad avanzada quizás necesiten un mayor periodo de
familiarización con el test de 1RM. Lo que también concluyeron <span style="mso-no-proof: yes;">Soares-Caldeira y cols.( 2009)</span> que observaron que entre la
4ª y la 5ª sesión de familiarización alcanzaban su repetición máxima las
personas mayores.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
Tras esta pequeña revisión considero que, si se toman las
medidas de seguridad oportunas, el test 1RM es seguro; pero no es menos cierto
que igual para prescribir ejercicio de fuerza para la salud, los datos que
pueden aportar las estimaciones de la fuerza máxima pueden servirnos y se
pueden obtener de forma más rápida (algo importante si se trabaja con grupos de
personas).</div>
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<br /></div>
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<br /></div>
<div class="MsoNormal">
Bibliografía:</div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Bellew,
J. W. (2002). Older Adults and One-Repetition Maximum Testing: What About
Injuries?: . <i>Strength & Conditioning Journal</i>, <i>24</i>(1), 60–62.
Retrieved from
http://journals.lww.com/nsca-scj/Citation/2002/02000/Older_Adults_and_One_Repetition_Maximum_Testing_.17.aspx</span></div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Di
Fabio, R. P. (2001). One Repetition Maximum for Older Persons: Is It Safe? . <i>Journal
of Orthopaedic & Sports Physical Therapy</i>, <i>31</i>(1), 2–3. Retrieved
from http://www.jospt.org/issues/articleID.374,type.7/article_detail.asp</span></div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Faigenbaum,
A. D., Milliken, L. A., & Westcott, W. L. (2003). Maximal strength testing
in healthy children. <i>Journal of strength and conditioning research /
National Strength & Conditioning Association</i>, <i>17</i>(1), 162–6.
Retrieved from http://www.ncbi.nlm.nih.gov/pubmed/12580672</span></div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Niewiadomski,
W., Laskowska, D., Gąsiorowska, A., Cybulski, G., Strasz, A., & Langfort,
J. (2008). Determination and Prediction of One Repetition Maximum (1RM): Safety
Considerations. <i>Journal of Human Kinetics</i>, <i>19</i>(-1), 109–120.
doi:10.2478/v10078-008-0008-8</span></div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Ploutz-Snyder,
L. L., & Giamis, E. L. (2001). Orientation and familiarization to 1RM
strength testing in old and young women. <i>Journal of strength and
conditioning research / National Strength & Conditioning Association</i>, <i>15</i>(4),
519–23. Retrieved from http://www.ncbi.nlm.nih.gov/pubmed/11726267</span></div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Rydwik,
E., Karlsson, C., Frändin, K., & Akner, G. (2007). Muscle strength testing
with one repetition maximum in the arm/shoulder for people aged 75 + -
test-retest reliability. <i>Clinical rehabilitation</i>, <i>21</i>(3), 258–65.
doi:10.1177/0269215506072088</span></div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Shaw,
C. E., McCully, K. K., & Posner, J. D. (1995). Injuries during the one
repetition maximum assessment in the elderly. <i>Journal of cardiopulmonary
rehabilitation</i>, <i>15</i>(4), 283–7. Retrieved from
http://www.ncbi.nlm.nih.gov/pubmed/8542534</span></div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt;">Soares-Caldeira, L. F., Ritti-Dias, R. M., Okuno, N.
M., Cyrino, E. S., Gurjão, A. L. D., & Ploutz-Snyder, L. L. (2009). </span><span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Familiarization indexes in sessions of 1-RM tests in adult women. <i>Journal
of strength and conditioning research / National Strength & Conditioning
Association</i>, <i>23</i>(7), 2039–45. doi:10.1519/JSC.0b013e3181b3e158</span></div>
<div class="MsoNormal">
<br /></div>
Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-52749572734474495712012-09-28T00:11:00.001+02:002012-09-28T00:11:35.914+02:00Respuestas en la frecuencia cardíaca en partidos de fútbol.<div class="separator" style="clear: both; text-align: center;">
</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVgb34efPlDaXodDY7-JhXnpeDpkJK_g4r0r4F3a5aoF9FC6lNj48ohywatEyTD3QI3Jd51zbxbMRLIvpTBsOVdaZkFnmCmAmflv5Cr6_7z-eZ0PZ3El-NNJShnz948mcpNe2IFJzK2IU/s1600/HR+in+soccer+matches+(competitive+and+friendly).png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="640" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVgb34efPlDaXodDY7-JhXnpeDpkJK_g4r0r4F3a5aoF9FC6lNj48ohywatEyTD3QI3Jd51zbxbMRLIvpTBsOVdaZkFnmCmAmflv5Cr6_7z-eZ0PZ3El-NNJShnz948mcpNe2IFJzK2IU/s640/HR+in+soccer+matches+(competitive+and+friendly).png" width="555" /></a></div>
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</xml><![endif]--><span style="mso-no-proof: yes;"><i> (Dellal et al., 2012), en el que se revisa la frecuencia cardíaca en el fútbol. </i></span></div>
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<span style="mso-no-proof: yes;"><i>Las tablas muestran la frecuencia cardíaca (HR) y el porcentaje de la frecuencia cardíaca máxima (%HRmax). Siendo la tabla 1 de partidos de competición y la 2 de partidos amistosos de diferentes niveles. Pese a ello, todos los estudios muestran que el porcentaje de la FCmáx en un partido de fútbol está por encima del 80% de la FCmáx.</i></span></div>
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<br /></div>
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<span style="mso-no-proof: yes;"><i>Seguiré comentando datos de esta revisión en otras entradas.</i></span></div>
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<br /></div>
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<br /></div>
<div class="MsoNormal">
<span style="mso-no-proof: yes;"><i>Bibliografía:</i></span></div>
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<i><span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt;">Dellal, A., Da Silva, C.,
Hill-Haas, S., Wong, D., Natali, A., De Lima, J., Bara Filho, M., et al.
(2012). Heart-rate monitoring in soccer: interest and limits during competitive
match-play and training - Practical application. <i>Journal of strength and
conditioning research / National Strength & Conditioning Association</i>, <i>26</i>(10),
2890–2906. doi:10.1519/JSC.0b013e3182429ac7</span></i></div>
<i>
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<u><b><span class="hps">Un análisis de</span><span class="longtext"> </span><span class="hps">las tasas de</span><span class="longtext"> lesiones en </span><span class="hps">las extremidades inferiores</span><span class="longtext"> </span><span class="hps">en hierba y</span><span class="longtext"> </span><span class="hps">superficies
de FieldTurf</span><span class="longtext"> </span><span class="hps">en los partidos
de la<span style="mso-spacerun: yes;"> </span>National</span><span class="longtext"> </span><span class="hps">Football</span><span class="longtext"> </span><span class="hps">League</span><span class="longtext">: Temporadas </span><span class="hps">2000-2009</span><span class="longtext"> </span><span class="hps">.</span></b></u></div>
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<br /></div>
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<b>Introducción:</b> Los jugadores de la NFL sufren lesiones cada
temporada como resultado de su participación en el juego. Uno de los factores
asociados con el ratio de lesiones es el tipo de superficie en la que
participan.</div>
<div class="MsoNormal">
<b>Hipótesis:</b> No existe ninguna diferencia en la tasa de
esguinces de rodilla y tobillo durante los partidos de la NFL cuando se
comparan las tasas de lesiones durante los partidos jugados en césped natural,
con la tasa de lesiones de partidos en hierba artificial.</div>
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<b>Metodología: </b>La NFL realiza un registro de las lesiones.
Durante las temporadas 2000 a 2009, se jugaron 2680 (5360 equipos) partidos en
césped natural o artificial. Concretamente, 1356 equipos jugaron en césped
artificial y 4004 equipos jugaron en hierba. Se examinaron las estadísticas de
los partidos del 2000 al 2009. Los datos incluían el diagnóstico, <span style="mso-spacerun: yes;"> </span>la fecha y la duración de la lesión, junto con
la superficie en la que se produjo. Las estadísticas de lesiones mostraron que 1528
esguinces de rodilla y 1503 esguinces de tobillo ocurrieron durante esos
partidos.</div>
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Se calcularon las tasas de lesiones para los esguinces de
rodilla y tobillo – en concreto, ligamento lateral interno, ligamento cruzado
anterior, esguinces por inversión de tobillo y esguinces por eversión de
tobillo-, utilizando la tasa de incidencia (TI). Se utilizó un modelo de
Poisson y regresión logística odds ratio. Un modelo multivariado de regresión
logística se utilizó para ajustar la odds ratio para las condiciones climáticas.</div>
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<b>Resultados: </b>Se observó diferencias significativas en la tasa
de lesiones. Especialmente, en la lesión del LCA y el esguince por eversión del
tobillo que fueron 67% (P<.001) y 31% (P<.001) mayores en césped
artificial que en césped natural. También se observó que la lesión del
ligamento lateral interno y el esguince por inversión del tobillo no fueron
significativamente mayores en césped artificial (P=.689 y .390,
respectivamente).</div>
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<br /></div>
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<i>Nos encontramos ante un estudio de envergadura, que analizó
4 tipos de lesiones durante 9 temporadas de la NFL, para conocer las
diferencias entre los terrenos de juego de césped natural y artificial.</i></div>
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<i>Actualmente en el fútbol español, estos últimos están
ganando protagonismo y están relegando al césped natural a las competiciones
más importantes.</i></div>
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<i>Especialmente, en las etapas de formación, un muy alto
número de partidos de fútbol se disputa en superficies sintéticas.</i></div>
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<i>Tras conocer los datos que revela el estudio de Hershman,
parece todavía más claro que se obvia el riesgo de lesión de los/as deportistas
primando el menor coste del césped artificial.</i></div>
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<i>Por último, hay que destacar que no se analizaron otro tipo
de lesiones en las que el césped artificial podría presentar unas mayores
tasas; como las lesiones tendinosas, por ejemplo.</i></div>
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<br /></div>
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<br /></div>
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Bibliografía:</div>
<span style="font-size: 10.0pt; mso-bidi-font-size: 12.0pt;">Hershman, E. B., Anderson, R., Bergfeld, J.
A., Bradley, J. P., Coughlin, M. J., Johnson, R. J., Spindler, K. P., et al.
(2012). An Analysis of Specific Lower Extremity Injury Rates on Grass and
FieldTurf Playing Surfaces in National Football League Games: 2000-2009
Seasons. <i>The American journal of sports medicine</i>, 0363546512458888–.
doi:10.1177/0363546512458888</span><br />
Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-86906809103553530782012-09-20T23:11:00.000+02:002012-09-20T23:11:22.756+02:00Extracto del artículo de Julio Tous en El País<!--[if gte mso 9]><xml>
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<span style="font-size: 12.0pt;"><i>A continuación presento un extracto de un artículo de Julio Tous Fajardo en el periodico El Pais del 21 de Mayo de 2012, que para mi no tiene desperdicio. Espero que lo disfruteis.</i> </span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<br /></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-size: 12.0pt;">Volvía de Alcudia y Fabio Paratici, el director
deportivo, tiró un revés cruzado al ángulo corto: “Somos el club más laureado
de Italia, estamos muy ilusionados con que vengas a trabajar con nosotros y queremos
saber si tu también lo estás, ¿hablamos de qué condiciones laborales te harían
feliz?”. Qué fácil resulta todo cuando se sabe tratar a un profesional.</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-size: 12.0pt;">Italia, il <i>bel paese</i>, donde se devuelve al <i>barista</i>
todo lo que no sea un <i>buon caffè,</i> la cuna junto a Grecia de casi todo lo
que nos gusta, esa gastronomía, il <i>bel canto</i>, esa irresistible
decadencia anclada en la más pura tradición mediterránea, el cine de Fellini,
De Sica, Passolini o el Tornatore de <i>Cinema Paradiso</i>, primos hermanos,
adoran la <i>Spagna. ¿</i>Quién no aceptaría el reto?<a href="http://www.blogger.com/blogger.g?blogID=4510194072205039123" name="sumario_2"></a></span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-size: 12.0pt;">Y llega el desafío, una presión indescriptible, 8
campeones del mundo, otros 14 que son o han sido internacionales, 25 caras de
póker analizan todos mis gestos. Comienza la activación previa a la primera
sesión, nada de carrera o estiramientos, ejercicios con situaciones inesperadas
con aumento progresivo de la complejidad. Caras perplejas en el staff, silencio
sepulcral, sólo Paolo Bertelli sonríe, amago de interrumpir el “calentamiento”,
<i>il spagnolo</i> se ha vuelto loco, alguien puede lesionarse. Aparece el <i>flow</i>,
los jugadores gritan, compiten, algunos incluso ríen, reconocen en la situación
simulada la correspondencia con el campo. Están preparados para el siguiente
reto: una única serie por cada movimiento tridimensional unilateral (nada de
previsible halterofilia inerte ni de culturismo decimonónico), ningún
movimiento será igual en cada repetición, se fomentará el frenar un tercio más
de lo que se tracciona, sin avisar alguien o algo podrá perturbar la ejecución,
todo esto provocará una gran cantidad de fluctuaciones que desestabilizarán, no
pasa nada, se aceptarán los errores como parte del proceso configurador.
¿Resultado? Parece que nadie se ha hecho daño. El Rey y el Príncipe declaran:
“me siento más ágil y poderoso en el campo, anticipo y controlo mis movimientos
mejor y ya no me siento tan cansado después de un entrenamiento o partido”. Que
esa percepción subjetiva se deba a este tipo de entrenamiento no convencional
es difícil de demostrar pero ese era el objetivo, lo que buscábamos. Para
despejar dudas, el mito Boniperti aclara cuáles son los objetivos: “En la <i>Juve</i>
ganar no es importante, es lo único que cuenta”.</span></div>
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<span style="font-size: 12.0pt;">Los <i>invencibles</i> en la Serie A son los
jugadores, ellos son la esencia del deporte, pero su rendimiento en una
temporada difícil de repetir puede haberse amplificado por una serie de
aspectos. Además de conseguir que desde el 9 de julio estemos todos
pre-activados como gatos, la propuesta del entrenador Conte ha tenido un guion
común tanto en los horarios y contenidos de entrenamiento, como en su modelo
táctico o en la alineación en los partidos: han sido imprevisibles, inesperados
para propios y extraños, inexplicables para otros. ¿Cómo es el fútbol?</span></div>
<div class="MsoNormal" style="mso-margin-bottom-alt: auto; mso-margin-top-alt: auto;">
<span style="font-size: 12.0pt;">Vuelve la <i>Juve</i>. ¿Volverá Italia a ser el gran
país europeo del deporte? ¿Cuándo explotará la burbuja española? ¿Moriremos de
éxito o nos anticiparemos al inesperado abismo? ¿Seguiremos dando
responsabilidad a amiguetes y advenedizos? Ellos están completando su ciclo de
subida y bajada, tomemos apuntes, han estado allí antes que nosotros.</span></div>
Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com3tag:blogger.com,1999:blog-4510194072205039123.post-6210344033835677222012-09-19T14:27:00.000+02:002012-09-19T14:28:40.382+02:00Lesiones en personas sedentarias, que participaron durante 12 meses en un programa de ejercicio, en un estudio controlado y aleatorizado.<!--[if !mso]>
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<b style="mso-bidi-font-weight: normal;">Introducción:</b> El
riesgo de sufrir una lesión musculo esquelética con la introducción de
ejercicio de intensidad de moderada a vigorosa en adultos sedentarios no está
bien establecido. El objetivo de este estudio es examinar el efecto de un
programa de ejercicio de 12 meses de duración en las lesiones musculo
esqueléticas y <span style="mso-spacerun: yes;"> </span>el dolor corporal, en
personas con sobrepeso, sedentarias (hombres n=102 y mujeres n=100) de entre 40
a 75 años de edad.</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Metodología:</b> Los
participantes fueron divididos aleatoriamente en el grupo de intervención que
realizaba ejercicio físico de intensidad moderada a vigorosa (EX) (6 d/sem., 60
min/dia, 60% a 85% máx. FC) o vida normal (CON). Los participantes completaron
un informe de lesiones musculo esqueléticas y dolor corporal al inicio y tras
los 12 meses.</div>
<div class="MsoNormal">
<b style="mso-bidi-font-weight: normal;">Resultados:</b> El
número de personas que informaron lesiones (CON=28% vs EX=28%, P=0,95) no
difiere entre los grupos. Las localizaciones de lesiones más comunes fueron la
pierna, el tobillo y el pie. Mientras que las causas más comunes fueron el
deporte/actividad física, tareas doméstica u “otras”. En el grupo control, el
dolor corporal se incrementó tras los 12 meses comparado con el grupo que
realizó ejercicio (CON -7,9, EX -1,4, P=, 0, 05). Las variables demográficas y
el volumen de ejercicio no se asoció con mayor riesgo de lesión.</div>
<div class="separator" style="clear: both; text-align: center;">
<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZEIi4MxOswALuKXOzwS7isyw3UgUX5DafcZnobUQ-eng-wGHZ98riYs3cicgWFtIWRG5lfbFLMShsLUOmzSa1ayoHY9mCnNlPhINqaaCCjm0Hkl7smAMh4M_rs6fPyKFL-kaiEQiqmWA/s1600/injuries+past+12+months+exercise+moderate+to+vigorous+vs+control.png" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="185" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjZEIi4MxOswALuKXOzwS7isyw3UgUX5DafcZnobUQ-eng-wGHZ98riYs3cicgWFtIWRG5lfbFLMShsLUOmzSa1ayoHY9mCnNlPhINqaaCCjm0Hkl7smAMh4M_rs6fPyKFL-kaiEQiqmWA/s640/injuries+past+12+months+exercise+moderate+to+vigorous+vs+control.png" width="640" /></a></div>
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<span style="mso-no-proof: yes;"></span></div>
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<b style="mso-bidi-font-weight: normal;">Conclusiones:</b>
Mujeres y hombres sedentarios divididos aleatoriamente en un grupo de ejercicio
aeróbico durante 12 meses con el objetivo de realizar 360min/semana informaron
del mismo número de lesiones que el grupo control y menos dolor corporal.</div>
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<i style="mso-bidi-font-style: normal;">Con este estudio queda
abolido que el riesgo de lesión sea un impedimento para realizar un programa de
ejercicio aeróbico de cierta intensidad, tanto en mujeres como hombres adultos.
Y además de losbeneficios que genera <span style="mso-spacerun: yes;"> </span>sobre la salud, el dolor corporal referido por
las personas que realizan ejercicio físico de forma regular es menor que los
que siguen con los hábitos sedentarios.</i></div>
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<i style="mso-bidi-font-style: normal;">Nunca es tarde para
empezar… y este es otro de los innumerables motivos.</i></div>
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REFERENCIA BIBLIOGRÁFICA: </div>
<div style="margin-left: 24.0pt; text-indent: -24.0pt;">
<span lang="EN-US" style="font-size: 10.0pt; mso-ansi-language: EN-US; mso-bidi-font-size: 12.0pt;">Campbell,
K., Foster-Schubert, K., Xiao, L., Alfano, C., Bertram, L. C., Duggan, C.,
Irwin, M., et al. (2012). Injuries in sedentary individuals enrolled in a
12-month, randomized, controlled, exercise trial. <i>Journal of physical
activity & health</i>, <i>9</i>(2), 198–207. Retrieved from
http://www.ncbi.nlm.nih.gov/pubmed/22368219</span></div>
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Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-30372883544254798042012-03-14T20:14:00.000+01:002012-07-19T22:45:25.446+02:00Fuerza explosiva en la playa<br />
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" 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Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-17780439123395166622011-12-01T20:39:00.000+01:002012-07-19T22:48:00.336+02:00El entrenamiento de fuerza<div style="font-family: "Trebuchet MS",sans-serif; text-align: justify;">
<span style="font-size: small;"> Es conocido que cada vez se presta mayor atención al entrenamiento de fuerza en los deportes de equipo. Pero precisamente es en el fútbol, es donde se mira con más recelo a este trabajo.</span></div>
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<span style="font-size: small;"> Es cierto que en ocasiones hay que priorizar los contenidos que son más determinantes, aunque esto no nos debe servir de escudo para dejar de lado un tipo de trabajo que bajo mi punto de vista juega un papel fundamental.</span></div>
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<span style="font-size: small;"> Que sirva esto como introducción de una serie de entradas en el blog que espero ayuden a entender un poco más esta parte del entrenamiento.</span></div>
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<span style="font-size: small;"> Por suerte ya no tenemos que buscar fuera de España para profundizar sobre el entrenamiento de fuerza, por eso os dejo a continuación una tabla, con las orientaciones para planificar el entrenamiento de fuerza, de Fernando Naclerio.</span></div>
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<span style="font-size: small;"> Espero vuestras dudas y comentarios.</span><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_QtohZP-GETCyFm6z-YxF6jWqdXWQLqT0E90NzY4I7Q7aFFjFSsQvmA28TeeL3Ih0otMCXmyeMqWgzjAimfn_cHBB8FBuPL3Myrsw6p55e22e6qXqMguFwfWo9HHVNbIOAeEIOhIWRhc/s1600/Orientaciones+para+planificar+el+entrenamiento+de+fuerza+con+pesos.png" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="548" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg_QtohZP-GETCyFm6z-YxF6jWqdXWQLqT0E90NzY4I7Q7aFFjFSsQvmA28TeeL3Ih0otMCXmyeMqWgzjAimfn_cHBB8FBuPL3Myrsw6p55e22e6qXqMguFwfWo9HHVNbIOAeEIOhIWRhc/s640/Orientaciones+para+planificar+el+entrenamiento+de+fuerza+con+pesos.png" width="640" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Orientación para planificar el entrenamiento de fuerza con pesos <br />
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(Naclerio Ayllón & Jiménez Gutiérrez, 2007)</div>
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<b> Bibliografía</b><br />
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<div class="MsoBibliography">
Naclerio Ayllón, F., & Jiménez Gutiérrez, A. (2007). <span lang="EN-US">Strength training against reistance: how to determine the training zones. </span><i>Journal of Human Sports and Exercise</i> <i>, 2</i> (2), 42-52.</div>
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Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-85903316485234774572011-11-04T00:45:00.003+01:002011-11-04T00:48:30.403+01:00Sesión de tiro<iframe allowfullscreen="" frameborder="0" height="315" src="http://www.youtube.com/embed/fqazsyODBUE" width="420"></iframe><br />
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<iframe width="420" height="315" src="http://www.youtube.com/embed/0w2ZcZ6GDas" frameborder="0" allowfullscreen></iframe>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-34925687281327453962011-10-06T12:50:00.004+02:002012-07-19T22:55:49.756+02:00Sesión de velocidad en la playa<div style="color: #666666; font-family: "Trebuchet MS",sans-serif; text-align: justify;">
<span style="font-size: small;">Perdón por la ausencia de entradas, otra vez. Dicho esto, hoy voy a proponer un ejemplo de sesión de velocidad para el fútbol playa.</span></div>
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<span style="font-size: small;"><u><b>Instrucciones de organización:</b></u></span></div>
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<span style="font-size: small;">La colocación de los conos se mantiene durante toda la sesión.</span></div>
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<span style="font-size: small;">En el zigzag:</span></div>
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<span style="font-size: small;">– La distancia entre conos amarillos es de 5-6metros.</span></div>
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<span style="font-size: small;">–La distancia entre conos rojos es de 3 metros. </span></div>
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<span style="font-size: small;">Las 2 porterías pequeñas:</span></div>
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<span style="font-size: small;">–Miden 1 ½ metro.</span></div>
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<span style="font-size: small;">– Se encuentran a 10 metros del último cono del zigzag.</span></div>
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<span style="font-size: small;">–Con una separación entre ellas de 8 metros.</span></div>
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<span style="font-size: small;">Sólo es necesario un balón.</span></div>
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<span style="font-size: small;"><u><b>Instrucciones de realización:</b></u></span></div>
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<span style="font-size: small;">El trabajo de velocidad se realizará al 100%.</span></div>
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<span style="font-size: small;">4-6 repeticiones por ejercicio.</span></div>
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<span style="font-size: small;">Los descansos entre repeticiones serán completos (la velocidad no se trabaja con fatiga).</span></div>
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<span style="font-size: small;">En los distintos ejercicios se combinan aspectos físicos junto con aspectos técnicos (es necesario un cierto dominio técnico para poder realizar un correcto trabajo físico).</span></div>
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<span style="font-size: small;">Si el objetivo es físico y no se dispone del nivel técnico necesario, es imprescindible reducir la complejidad de las tareas.</span><br />
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<span style="font-size: small;"><b> </b><u><b>TAREA 1</b></u></span></div>
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<span style="font-size: small;">Conducción a máxima velocidad rodeando los conos.</span></div>
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<span style="font-size: small;"><b> </b><u><b>TAREA 2</b></u></span><span style="font-size: small;"> </span></div>
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<span style="font-size: small;">Conducción a máxima velocidad por fuera de los conos.</span></div>
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<span style="font-size: small;"><b> </b><u><b>TAREA 3 </b></u></span></div>
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<span style="font-size: small;">1. Conducción a máxima velocidad rodeando los conos (tarea 1).</span></div>
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<span style="font-size: small;">2. Levantar y conducción aérea hacia una, u otra portería.</span></div>
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<span style="font-size: small;"><b> </b><u><b>TAREA 4</b></u></span></div>
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<span style="font-size: small;"> </span></div>
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<span style="font-size: small;">1.Conducción a máxima velocidad por fuera de los conos.</span></div>
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<span style="font-size: small;"> </span></div>
<div style="color: #666666; direction: ltr; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed;">
<span style="font-size: small;">2. Levantar y conducción aérea hacia una, u otra portería.</span></div>
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<span style="font-size: small;"> </span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaPwQU0bR1LqP3-S7DGWpEuSjNhMNNmyO_E8jGoHFIKQZOAf4sqFpUkgKtuUCb5B3us6sSFDDKE4UH98RPAdo45W1xtCQmVeOj9BwoFpZOE_C1XISkGK7Zu65zttrAskYex9YHBfarA0o/s1600/Imagen3.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjaPwQU0bR1LqP3-S7DGWpEuSjNhMNNmyO_E8jGoHFIKQZOAf4sqFpUkgKtuUCb5B3us6sSFDDKE4UH98RPAdo45W1xtCQmVeOj9BwoFpZOE_C1XISkGK7Zu65zttrAskYex9YHBfarA0o/s400/Imagen3.png" width="400" /></a></span></div>
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</a></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"> </span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"><br /></span><br />
<span style="font-size: small;"><br /></span><br />
<span style="font-size: small;"><b> </b><u><b>TAREA 5</b></u></span></div>
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<span style="font-size: small;">1.Conducción a máxima velocidad en línea recta.</span></div>
<div style="color: #666666; font-family: "Trebuchet MS",sans-serif;">
<span style="font-size: small;"> </span></div>
<div style="color: #666666; direction: ltr; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed;">
<span style="font-size: small;">2. Levantar y conducción aérea hacia una, u otra portería.</span><span style="font-size: small;"> </span></div>
<div style="color: #666666; font-family: "Trebuchet MS",sans-serif;">
<span style="font-size: small;"> </span></div>
<div style="color: #666666; direction: ltr; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed;">
<span style="font-size: small;">3. Pase a la otra portería.</span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh36HNk4a1Uvs6qjk5ZV56SDn7A_Oh3PA4Vo6-gxnDyzPZ7TJSEeFBXF_nFAmG9Apx3Iums99hi4GuxfcKpLAqQ4T4XsD017-Xzvd57-O9p2Cr7wJpnLwpNgLYP6JwXGnoySHH3oVLoXBw/s1600/Imagen5.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEh36HNk4a1Uvs6qjk5ZV56SDn7A_Oh3PA4Vo6-gxnDyzPZ7TJSEeFBXF_nFAmG9Apx3Iums99hi4GuxfcKpLAqQ4T4XsD017-Xzvd57-O9p2Cr7wJpnLwpNgLYP6JwXGnoySHH3oVLoXBw/s400/Imagen5.png" width="400" /></a></span></div>
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<span style="font-size: small;"><br /></span></div>
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<span style="font-size: small;"> </span></div>
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<span style="font-size: small;"><br /></span><br />
<span style="font-size: small;"><br /></span><br />
<span style="font-size: small;"><b> </b><u><b>TAREA 6 </b></u> </span></div>
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<span style="font-size: small;">1. Habilidad estática (hasta un número determinado de toques. Ej. 5)</span></div>
<div style="color: #666666; font-family: "Trebuchet MS",sans-serif;">
<span style="font-size: small;"> </span></div>
<div style="color: #666666; direction: ltr; font-family: "Trebuchet MS",sans-serif; margin-bottom: 0pt; margin-left: 0.38in; margin-top: 7.68pt; text-align: left; text-indent: -0.38in; unicode-bidi: embed;">
<span style="font-size: small;">2. Golpear el balón hacia atrás alejandolo de nuestra posición.</span></div>
<div style="color: #666666; font-family: "Trebuchet MS",sans-serif;">
<span style="font-size: small;"> </span></div>
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<span style="font-size: small;">3. Correr hasta alcanzar del balón con el objetivo de que este no toque el suelo.</span></div>
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<span style="font-size: small;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoLkaiXxF25EmuTlq2Pd6ZBBSngYAiX-YdKciVh_tmRhmWpqyopvRjW82AhvodlOdC39HNhMDzfePEuf5hAOV0iRf_ON0lVdHsrCeIAiEh5QqV9WtCMkOjAarJO3yePX2lDHoT61Fb7RA/s1600/Imagen6.png" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="311" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgoLkaiXxF25EmuTlq2Pd6ZBBSngYAiX-YdKciVh_tmRhmWpqyopvRjW82AhvodlOdC39HNhMDzfePEuf5hAOV0iRf_ON0lVdHsrCeIAiEh5QqV9WtCMkOjAarJO3yePX2lDHoT61Fb7RA/s400/Imagen6.png" width="400" /></a></span></div>
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<span style="color: black; font-family: Calibri; font-size: 32pt;"> </span></div>
Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-44044071540875376812011-09-04T21:12:00.000+02:002011-09-04T21:12:16.146+02:00Las verdades de la Dieta Dukan<!--[if !mso]> <style>
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<div class="MsoNormal">Se estima que 2 millones de franceses han llevado a cabo, por lo menos temporalmente, la Dieta Dukan <span style="mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>(http://www.regimedukan.com/)</span>. Pero esto no solo ocurre en Francia, en España es tal el éxito de esta Dieta que el Ministerio de Sanidad se vio obligado a lanzar una advertencia sobre la peligrosidad de llevarla a cabo. Pese a esto, la población sigue utilizando esta dieta como forma de perder peso de una manera “sencilla”.</div><div class="MsoNormal">Los testimonios de los que la probaron son tentadores. Se pierde gran cantidad de kilos, en poco tiempo, y a juzgar por sus palabras; con muy poco esfuerzo.</div><div class="MsoNormal">Si es efectivo y cuesta poco, ¿Por qué no probarla? Al fin y al cabo, si es un poco perjudicial tampoco pasa nada. Descansamos mal, fumamos, nos emborrachamos, etc. Y a pesar de que sabemos que es perjudicial para nuestra salud.</div><div class="MsoNormal">La dieta Dukan se basa en un consumo elevado de proteínas y consta de 4 fases: dos para perder peso y otras dos para estabilizar el peso perdido. Tras las tres primeras fases se pasa a la última, que pasa a ser de por vida; consistente en un día de proteína pura a la semana y el resto comer “normal”. </div><div class="MsoNormal">Si hoy buscáis en Medline (<a href="http://www.ncbi.nlm.nih.gov/pubmed">http://www.ncbi.nlm.nih.gov/pubmed</a>) algún artículo científico que estudie los beneficios o riesgos de esta dieta; os vais a encontrar que no existe ningún resultado. Lo mismo ocurre en HighWire (<a href="http://highwire.stanford.edu/">http://highwire.stanford.edu/</a>). Por tanto, si estamos hablando de dos de las más importantes bases de datos de estudios científicos; creo que es bastante obvio, que cuanto menos los beneficios de esta dieta no están demostrados científicamente.</div><div class="MsoNormal">Entonces nos estamos basando en el boca a boca, que es una de las mejores formas de vender un producto. Si, digo vender, porque es curioso que para llevar a cabo esta dieta tengamos que comprar un libro. Si fuese médico y con mis conocimientos fuese capaz de encontrar una dieta que solucionase el exceso de peso de parte de la población, ¿Qué haría? ¿Vendería un libro o estudiaría los efectos que puede producir? No sé quizás yo lo veo de otra forma.</div><div class="MsoNormal">Con el fin de responder a lo antes planteado, se llevó a cabo una encuesta en Francia a la que respondieron 4761 personas que se sometieron a la Dieta Dukan.</div><div class="MsoNormal">Los resultados que se obtuvieron en el estudio son reveladores:</div><div class="MsoNormal">Entre las personas que iniciaran el regimen:</div><div class="MsoListParagraphCxSpFirst" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Un 35% dijo que había recuperado el peso perdido.</div><div class="MsoListParagraphCxSpMiddle" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span>Dos años despues de empezar la dieta el 75% había recuperado el peso.</div><div class="MsoListParagraphCxSpLast" style="mso-list: l0 level1 lfo1; text-indent: -18.0pt;"><span style="font-family: Symbol; mso-bidi-font-family: Symbol; mso-fareast-font-family: Symbol;"><span style="mso-list: Ignore;">·<span style="font: 7.0pt "Times New Roman";"> </span></span></span>El 55% consideró que fue fácil realizar la dieta.</div><div class="MsoNormal"> <img alt="" height="251" 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" width="400" /></div><div class="MsoNormal" style="page-break-after: avoid;"><span style="mso-no-proof: yes;"> </span></div><div class="MsoCaption">Ilustración <span style="mso-no-proof: yes;">1</span>: Porcentaje de sujetos que recuperaron el peso perdido en función de la edad de inicio del plan <span style="mso-no-proof: yes;"><span style="mso-spacerun: yes;"> </span>(Hansel, Giral, Coppola-Xaillé, Monfort, Regnault, & Bruckert, 2011)</span>.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Quizá con el boca a boca, nos quedamos con la parte que queremos escuchar. La gente adelgaza, no le cuesta nada, no pasa hambre, etc. Pero a nuestros oídos no llegan este tipo de estudios que tiran por tierra el supuesto efecto milagro de este método.</div><div class="MsoNormal">Por ello me gustaría que recomendaseis esta entrada en el blog, a todas aquellas personas que estén pensando en llevar a cabo la Dieta Dukan. Para que puedan reflexionar sobre si realmente vale la pena.</div><div class="MsoNormal">Por último me gustaría aportar un resumen de la <b>Postura del Grupo de Revisión, Estudio y Posicionamiento de la Asociación Española de Dietistas-Nutricionistas (GREP-AED-N) </b><span style="mso-bidi-font-weight: bold;">sobre la Dieta Dukan.</span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><i style="mso-bidi-font-style: normal;">El Grupo de Revisión, Estudio y Posicionamiento de la Asociación Española de Dietistas-Nutricionistas (GREP-AEDN, voz científica de la Asociación), desaconseja encarecidamente el “método” o “dieta” propuesto por el Sr. Dukan, tal y como se detalla en el apartado “Postura del GREP-AEDN”, por ser ineficaz, fraudulento y potencialmente peligroso. Esta opinión se sustenta en las siguientes seis consideraciones al respecto de dicha “dieta” o “método”.</i></div><div class="MsoNormal"><b>1.- Ausencia de fundamento científico.</b></div><div class="MsoNormal"><b>2.- Cumple las características que definen a las dietas fraudulentas.</b></div><div class="MsoNormal"><b>3.- Ilegalidad en sus afirmaciones.</b> </div><div class="MsoNormal"><b>4.- Errónea atribución de capacidad adelgazante a las proteínas dietéticas.</b></div><div class="MsoNormal"><b>5.- Contradicciones con los consensos de expertos en obesidad.</b></div><div class="MsoNormal"><b>6.- Potenciales daños asociados al seguimiento de su “método” o “dieta”</b> </div><div class="MsoNormal"><br />
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</div><h1><span style="font-size: small;">Bibliografía</span></h1><div class="MsoBibliography"><span style="mso-no-proof: yes;">GREP-AED-N. (Marzo 2011). <i>“Dieta” o “método” Dukan. Postura del Grupo de Revisión, Estudio y Posicionamiento de la Asociación Española de Dietistas-Nutricionistas (GREP-AED-N).</i> </span></div><div class="MsoBibliography"><span lang="EN-US" style="mso-ansi-language: EN-US; mso-no-proof: yes;">Hansel, B., Giral, P., Coppola-Xaillé, A., Monfort, G., Regnault, M., & Bruckert, E. (2011). National Internet survey “Dukan and after?”: initial results. <i>Obésité</i> .</span></div><div class="MsoBibliography"><i><span lang="EN-US" style="mso-ansi-language: EN-US; mso-no-proof: yes;">Highwire</span></i><span lang="EN-US" style="mso-ansi-language: EN-US; mso-no-proof: yes;">. </span><span style="mso-no-proof: yes;">(s.f.). Obtenido de http://highwire.stanford.edu/</span></div><div class="MsoBibliography"><i><span lang="EN-US" style="mso-ansi-language: EN-US; mso-no-proof: yes;">http://www.regimedukan.com/</span></i><span lang="EN-US" style="mso-ansi-language: EN-US; mso-no-proof: yes;">. (s.f.).</span></div><div class="MsoBibliography"><i><span style="mso-no-proof: yes;">MedLine</span></i><span style="mso-no-proof: yes;">. (s.f.). Obtenido de http://www.ncbi.nlm.nih.gov/pubmed</span></div><div class="MsoNormal"><br />
</div>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com4tag:blogger.com,1999:blog-4510194072205039123.post-63844232437584844722011-09-02T18:11:00.000+02:002011-09-02T18:11:08.879+02:00El efecto placebo<div class="separator" style="clear: both; text-align: center;"><iframe allowfullscreen='allowfullscreen' webkitallowfullscreen='webkitallowfullscreen' mozallowfullscreen='mozallowfullscreen' width='320' height='266' src='https://www.youtube.com/embed/yfRVCaA5o18?feature=player_embedded' frameborder='0'></iframe></div><br />
Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-18675950275002658292011-08-18T00:18:00.000+02:002011-08-18T00:18:24.853+02:00El botiquín homeopático del deportista<span style="text-decoration: underline;">Arnica montana</span><br />
Es el remedio para los golpes o <b>traumas físicos o mentales</b>. Caídas, golpes, magulladuras, dislocaciones y torceduras o esguinces, articulares y cualquier lesión muscular en sus primeros momentos. Se usa tras fatiga por mucho ejercicio, el paciente se siente magullado y dolorido, como si le hubieran dado una paliza. Por tanto, es un fármaco ideal para cualquier práctica deportiva.<br />
Como aplicación especial, lo utilizamos antes y después de una intervención quirúrgica, pues fortalece al organismo y ayuda a recuperarlo.<br />
<span style="text-decoration: underline;">Ruta graveolens</span><br />
Actúa en el tejido fibroso, los ligamentos, los cartílagos y los huesos, especialmente en las articulaciones, en caso de traumatismo y esfuerzo excesivo. Es muy útil cuando nuestra dolencia empeora con el esfuerzo excesivo, aire frío, viento, humedad, al tumbarse, sentarse o detenerse. Y cuando mejora con movimiento suave y continuo, calor y a medida que pasa el día.<br />
Lo utilizamos como remedio principal en las<b> tendinitis agudas</b>.<br />
<span style="text-decoration: underline;">Rhus toxicodendron</span><br />
Para los dolores de articulaciones que empeoran con tiempo húmedo y frío o con exposiciones a corrientes. Cuando nuestra dolencia<b> mejora con movimient</b>o continuo, cambios de postura y calor (prendas y baños calientes, clima cálido y seco, bebidas calientes).<br />
<span style="text-decoration: underline;">Bryonia </span><br />
Para tratar el dolor, especialmente con golpes o heridas (tras Arnica montana), con enrojecimiento, hinchazón y calor de las articulaciones. En cualquier inflamación dolorosa con<b> gran malestar al menor movimiento</b>. Dolores parecidos a las torceduras con sensación de peso, fatiga, rigidez y debilidad.<br />
<span style="text-decoration: underline;">Apis mellifica</span><br />
Dolores característicos<b> ardientes y punzante</b>s con sensación de contusión en las articulaciones. Éstas se muestran rojas, brillantes e hinchadas que empeoran con el calor y mejoran si la temperatura es fresca. El paciente se muestra inquieto y muy sensible al contacto corporal.<br />
<span style="text-decoration: underline;">Colocynthis</span><br />
Dolores violentos, cortantes y punzantes que se alivian al doblar el cuerpo o al sujetar el abdomen presionándolo. Es el dolor de los <b>cólicos digestivos</b> que puede darse también en cualquier problema agudo de espalda baja como el lumbago o la ciática.<br />
<span style="text-decoration: underline;">Calcarea carbonica</span><br />
Es el remedio homeopático para consolidar fisuras o<b> fracturas</b>. Especialmente indicado en las fracturas por estrés tras periostitis o por sobreuso. También se utiliza en el desarrollo inadecuado de huesos y fracturas que tardan en soldarse.<br />
<u>Calcárea phosphorica</u><br />
Se emplea para tratar trastornos óseos, como dolor en los huesos y articulaciones. También en el crecimiento lento en los niños y en los dolores propios de su crecimiento.<br />
<br />
<br />
<br />
Fuente: http://www.medicina-integrativa.net (Dr. Gabriel Camacho) Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-18290510364220999182011-08-07T13:22:00.000+02:002011-08-07T13:22:59.777+02:00La industria alimentaria<div class="separator" style="clear: both; text-align: center;"><object width="320" height="266" class="BLOGGER-youtube-video" classid="clsid:D27CDB6E-AE6D-11cf-96B8-444553540000" codebase="http://download.macromedia.com/pub/shockwave/cabs/flash/swflash.cab#version=6,0,40,0" data-thumbnail-src="http://2.gvt0.com/vi/GQyERH_KbQo/0.jpg"><param name="movie" value="http://www.youtube.com/v/GQyERH_KbQo&fs=1&source=uds" /><param name="bgcolor" value="#FFFFFF" /><embed width="320" height="266" src="http://www.youtube.com/v/GQyERH_KbQo&fs=1&source=uds" type="application/x-shockwave-flash"></embed></object></div>Todos somos responsables de lo que se está produciendo. El video dura 89 minutos, pero si lo veis, estarán bien invertidos.<br />
Os hará reflexionar.Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-62024037056129844372011-07-03T23:09:00.001+02:002011-07-03T23:09:00.470+02:00PróximamentePrometo nuevas y mejores entradas en 10 días cuando termine los exámenes. No me olvido del blog.Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-17776926317217143982011-04-14T17:42:00.000+02:002011-04-14T17:42:03.709+02:00Dieta y ejercicio.<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVK38E11RFEC4mQg4WycpSXZmk6hVd49XUEY75Jy2sEM7kWrSUJPpzoJzizdbHJxVGO0e5Y2VvhtObcCNw7CBINk1_F3r1cQYXx2xMPZSveD800ptBZAFeS6VU3cnhczaSkbOMbzPxfKg/s1600/athleticendurance1.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="373" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjVK38E11RFEC4mQg4WycpSXZmk6hVd49XUEY75Jy2sEM7kWrSUJPpzoJzizdbHJxVGO0e5Y2VvhtObcCNw7CBINk1_F3r1cQYXx2xMPZSveD800ptBZAFeS6VU3cnhczaSkbOMbzPxfKg/s400/athleticendurance1.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Efecto de la duración del ejercicio y del tipo de dieta sobre los porcentajes relativos de glúcidos o grasas utilizados por los músculos para la obtención de energía <span>(Fox & Mathews, 1979).</span></td></tr>
</tbody></table><br />
<table align="center" cellpadding="0" cellspacing="0" class="tr-caption-container" style="margin-left: auto; margin-right: auto; text-align: center;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglZjG_Arf_K3UszuASV4ZaxVwwFg_nNyAilID_f5THkWPbtUUd1r0BFfC27o25ld8NOVNFPRklDszHlH0d4oQKVGlu_vT2cnxXfaJrPWeoDclRal27GNRVLtf5pSJaJzTx5RLW7j-WGio/s1600/Efecto+de+la+dieta+sobre+la+reposici%25C3%25B3n+de+gluc%25C3%25B3geno.jpg" imageanchor="1" style="margin-left: auto; margin-right: auto;"><img border="0" height="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEglZjG_Arf_K3UszuASV4ZaxVwwFg_nNyAilID_f5THkWPbtUUd1r0BFfC27o25ld8NOVNFPRklDszHlH0d4oQKVGlu_vT2cnxXfaJrPWeoDclRal27GNRVLtf5pSJaJzTx5RLW7j-WGio/s400/Efecto+de+la+dieta+sobre+la+reposici%25C3%25B3n+de+gluc%25C3%25B3geno.jpg" width="400" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">Efecto de la dieta sobre la reposición de glucógeno <span>(Fox & Mathews, 1979).</span></td></tr>
</tbody></table><div class="separator" style="clear: both; text-align: center;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><br />
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</span></div><h1><span style="font-size: x-small;"><span style="color: windowtext;">Bibliografía</span></span></h1><div class="MsoBibliography"><span style="font-size: x-small;"><span>Fox, E. L., & Mathews, D. K. (1979). </span><i><span lang="EN-US">The physiological basis of physical education and athletics.</span></i><span lang="EN-US"> </span><span>Phyladelphia: Saunders Company. (citado en Guyton y Hall, 2001)</span></span></div><div class="separator" style="clear: both; text-align: left;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><br />
</div>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-11826648492547654032011-04-12T18:20:00.000+02:002011-04-12T18:20:08.934+02:00Auto Liberación Miofascial (Foam Rolling)<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <w:BrowserLevel>MicrosoftInternetExplorer4</w:BrowserLevel> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal">En los últimos años la Auto- Liberación Miofascial (ALM) se está convirtiendo cada vez más en una técnica utilizada por los deportistas para mejorar su recuperación y así aumentar su rendimiento.</div><div class="MsoNormal">Es un método barato ya que el precio de un “Foam Roller” puede oscilar entre los 20 y 40 euros, pero aún puede ser más asequible si, en lugar de este artilugio, utilizamos una tubería de pvc o similar.</div><div class="MsoNormal">Pese a ser una técnica con bajo coste, si es necesario un cierto conocimiento anatómico que veremos en próximas entradas.</div><div class="MsoNormal">La ALM se dirige principalmente<span> </span>a reducir el tono muscular y así evitar los problemas que se pueden producir por un exceso del mismo.</div><div class="MsoNormal">Aunque los estudios sobre este tema son escasos, hay evidencias de que disminuye la fatiga de los deportistas que lo utilizan<span><span> </span>(Healey, Dorfman, Riebe, Blanpied, & Hatfield, 2011)</span> y mejora el estado de inmunodepresión post ejercicio<span><span> </span>(Arroyo-Morales, y otros, 2009)</span>.</div><div class="MsoNormal">Se ha demostrado que el masaje miofascial antes de una competición deportiva tiene efectos perjudiciales sobre el rendimiento deportivo, por lo tanto hay que tener claro el uso que se le debe dar a esta técnica y cuál es nuestro objetivo, sino lo que conseguiremos será un efecto indeseado <span>(Arroyo-Morales, y otros, 2011)</span><span><span> </span>(Fletcher, 2010)</span>.</div><h1><span style="font-size: x-small;"><span style="color: black;">Bibliografía</span></span></h1><div class="MsoBibliography"><span style="font-size: x-small;"><span>Arroyo-Morales, M., Fernández-Lao, C., Ariza-García, A., Toro-Velasco, C., Winters, M., Díaz-Rodríguez, L., y otros. </span><span lang="EN-US">(2011). Psychophysiological Effects of Preperformance Massage Before Isokinetic Exercise. <i>Journal of Strength & Conditioning Research</i> <i>, 25</i> (2), 481-488.</span></span></div><div class="MsoBibliography"><span style="font-size: x-small;"><span>Arroyo-Morales, M., Olea, N., Ruíz, C., Castilo, J. d., Martínez, M., Lorenzo, C., y otros. </span><span lang="EN-US">(2009). Massage After Exercise-Responses of Immunologic and Endocrine Markers: A Randomized Single-Blind Placebo-Controlled Study. <i>Journal of Strength & Conditioning Research</i> <i>, 23</i> (2), 638-644.</span></span></div><div class="MsoBibliography"><span style="font-size: x-small;"><span lang="EN-US">Fletcher, I. M. (2010). The Effects of Precompetition Massage on the Kinematic Parameters of 20-m Sprint Performance. <i>Journal of Strength & Conditioning Research</i> <i>, 24</i> (5), 1179-1183.</span></span></div><div class="MsoBibliography"><span style="font-size: x-small;"><span lang="EN-US">Healey, K., Dorfman, L., Riebe, D., Blanpied, P., & Hatfield, D. (2011). The Effects of Foam Rolling on Myofascial Release and Performance. </span><i><span>Journal of Strength & Conditioning Research</span></i><span> <i>, 25</i>.</span></span></div><div class="MsoNormal"><br />
</div>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-84977150324863837802011-04-05T11:14:00.001+02:002011-04-12T16:22:30.559+02:00Nutrición deportiva<embed allowfullscreen="true" allowscriptaccess="always" flashvars="playlistfile=http://tv.uvigo.es/gl/video/playlist/27098.xml&http.startparam=start&repeat=list&provider=http&autostart=true&stretching=uniform" height="576" id="player27098" name="player27098" quality="high" src="http://tv.uvigo.es/swf/player.swf" type="application/x-shockwave-flash" width="740" wmode="opaque"></embed><br />
Aquí os dejo una ponencia de 50 minutos, pero muy interesante.<br />
<u>PONENTE:</u><br />
<b>Nicolás Terrados Cepeda</b><br />
Doctor en Medicina y Cirugía.<br />
Especialista en Medicina de la Educación Física y del Deporte.<br />
Director de la Unidad Regional de Medicina Deportiva del Principado de<br />
Asturias.<br />
Profesor Asociado, Facultad de Medicina, Universidad de OviedoMiguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-73629454050001641472011-03-08T16:49:00.001+01:002011-04-12T16:22:04.374+02:00Ejercicios con Tirante Musculador<table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMQOeVFq3GSFzI00MA-bXvMhca_f8y3zxu0HH2XV5dxL_cIIbIhzeHlXirxAN2_XP9VQtzET6PVZYJnVowN_ROxCVeIzIaIWfSgw6gZ1nzWZeGXjCTY-ZAj0PthjieS_aiM0uKBuH2O_U/s1600/tm2.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgMQOeVFq3GSFzI00MA-bXvMhca_f8y3zxu0HH2XV5dxL_cIIbIhzeHlXirxAN2_XP9VQtzET6PVZYJnVowN_ROxCVeIzIaIWfSgw6gZ1nzWZeGXjCTY-ZAj0PthjieS_aiM0uKBuH2O_U/s200/tm2.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;"></td><td class="tr-caption" style="text-align: center;"></td></tr>
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic6Lv5GY4YUXnlwMiT1r02h4KkaUt4pzzQUNFrBNnJN2wtpjsUwjBWvgr6Jwzxw5fxVPZ4Gvx4KBOrI_AjEbhooVhvUbLGnLMQ0QLxTrbrf5-mhgr7nEqRJMvss1hfVYuj0L2sUDpQElc/s1600/tm1.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEic6Lv5GY4YUXnlwMiT1r02h4KkaUt4pzzQUNFrBNnJN2wtpjsUwjBWvgr6Jwzxw5fxVPZ4Gvx4KBOrI_AjEbhooVhvUbLGnLMQ0QLxTrbrf5-mhgr7nEqRJMvss1hfVYuj0L2sUDpQElc/s200/tm1.jpg" width="200" /></a></td></tr>
<tr align="left"><td class="tr-caption">DÍNAMICO PARA FLEXORES DE CADERA Y EXTENSORES DE RODILLA</td></tr>
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<div class="separator" style="clear: both; text-align: center;"></div><br />
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<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7E0N-7DjIiPnVYravwu5IFIuoZcSBJq5ZCOVFPN-ptfLgUhQZ9-LYzPaYdwrxggxFtFuNVBY-NHoyA49DX5Sh-TV5m3WUzwjPq08S-BJz513v04IO-8LfS6W3-8_qITqHLomOwdHhiCM/s1600/tm4.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEg7E0N-7DjIiPnVYravwu5IFIuoZcSBJq5ZCOVFPN-ptfLgUhQZ9-LYzPaYdwrxggxFtFuNVBY-NHoyA49DX5Sh-TV5m3WUzwjPq08S-BJz513v04IO-8LfS6W3-8_qITqHLomOwdHhiCM/s200/tm4.jpg" width="126" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">DINÁMICO PARA EXT. TOBILLO</td></tr>
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<div class="separator" style="clear: both; text-align: center;"></div><div class="separator" style="clear: both; text-align: center;"></div><table cellpadding="0" cellspacing="0" class="tr-caption-container" style="float: left; margin-right: 1em; text-align: left;"><tbody>
<tr><td style="text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7ZsUOPN-bYd4WaTBbKe-cYvQllUK4h8VgYIEdV7mxKzw6cDGz30IqDX6scdQumT8EbCXc4Ufj6TmV3aOj7ttr0E3Ou6f0Yp4zIv9gZRWi7wywlOT5Z70LJ1YyNu9qhlYiBOtOV86nPxw/s1600/tm3.jpg" imageanchor="1" style="clear: left; margin-bottom: 1em; margin-left: auto; margin-right: auto;"><img border="0" height="150" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEj7ZsUOPN-bYd4WaTBbKe-cYvQllUK4h8VgYIEdV7mxKzw6cDGz30IqDX6scdQumT8EbCXc4Ufj6TmV3aOj7ttr0E3Ou6f0Yp4zIv9gZRWi7wywlOT5Z70LJ1YyNu9qhlYiBOtOV86nPxw/s200/tm3.jpg" width="200" /></a></td></tr>
<tr><td class="tr-caption" style="text-align: center;">ISOMÉTRICO FLEX. CADERA Y EXT. RODILLA</td></tr>
</tbody></table>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com2tag:blogger.com,1999:blog-4510194072205039123.post-3830642905099148102011-02-24T14:11:00.001+01:002011-02-24T14:15:34.823+01:00Tirante musculador<div class="MsoNormal">El tirante musculador fue introducido en España por Hans Ruf, también puede ser conocido con el nombre de cinturón ruso ya que fue desarrollado para el entrenamiento de atletas en la antigua URSS. </div><div class="MsoNormal">A continuación se muestra el registro EMG de una sentadilla con tirante musculador.</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOxqiCOdM7vk9IfZjBoTnZl_6EP7eMUN0QrwoxRXM0tMYNeGdaII0Ik_APj6qV4DY77ehyphenhyphenl6pWFhUwW_xrqPI-acL9i-9P_TxYcJB7MDN2zzQBZQuk7VjpK-vubWM6UpjGsvxfjdBZQ0o/s1600/tirante+emg.jpg" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="282" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhOxqiCOdM7vk9IfZjBoTnZl_6EP7eMUN0QrwoxRXM0tMYNeGdaII0Ik_APj6qV4DY77ehyphenhyphenl6pWFhUwW_xrqPI-acL9i-9P_TxYcJB7MDN2zzQBZQuk7VjpK-vubWM6UpjGsvxfjdBZQ0o/s400/tirante+emg.jpg" width="400" /></a></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">Pero para poder ver la diferencia con otros ejercicios clásicos para el trabajo del miembro inferior, la siguiente tabla muestra la señal EMG en estos ejercicios en el vasto medial, lateral y recto femoral, tanto en la fase concéntrica y excéntrica.<b><span style="font-family: "Arial","sans-serif"; font-size: 9pt; line-height: 115%;"></span></b></div><table border="1" cellpadding="0" cellspacing="0" class="MsoTableGrid" style="border-collapse: collapse; border: medium none; margin-left: -1.9pt; width: 581px;"><tbody>
<tr style="height: 15.75pt;"> <td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt;" width="131"><div class="MsoNormal"><br />
</div></td> <td colspan="3" style="border: 1pt solid windowtext; height: 15.75pt; padding: 0cm 3.5pt; width: 253.3pt;" valign="top" width="338"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">MÚSCULO (señal μV) </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Entre paréntesis % respecto TIRANTE-20kg </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><br />
</div></td> <td style="border-color: -moz-use-text-color -moz-use-text-color windowtext; border-style: none none solid; border-width: medium medium 1pt;" width="113"><div class="MsoNormal"><br />
</div></td> </tr>
<tr style="height: 44.3pt;"> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; height: 44.3pt; padding: 0cm 5.4pt; width: 98.25pt;" valign="top" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b>EJERCICIO</b></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 44.3pt; padding: 0cm 5.4pt; width: 84.4pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b>VASTO MEDIAL</b></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 44.3pt; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b>VASTO LATERAL</b></div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><br />
</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 44.3pt; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b>RECTO FEMORAL</b></div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; height: 44.3pt; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;"><b>FASE DE LA ACCIÓN MUSCULAR</b></div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 98.25pt;" valign="top" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Tirante Sentadilla</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Cuádriceps (0 Kg)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.4pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">252 (92)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">379 (107)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">153 (77)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">243 (84)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">202 (81)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">236 (83)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Excéntrica </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Concéntrica</div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 98.25pt;" valign="top" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Tirante Sentadilla</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Cuádriceps (20 Kg)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.4pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">275</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">354</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">198</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">288</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">248</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">284</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Excéntrica </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Concéntrica</div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 98.25pt;" valign="top" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Extensión piernas 75 Kg (máquina CCA)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.4pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">188 (68)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">249 (70)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">164 (83)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">217 (75)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">177 (71)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">179 (63)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Excéntrica </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Concéntrica</div></td> </tr>
<tr> <td style="border-color: -moz-use-text-color windowtext windowtext; border-style: none solid solid; border-width: medium 1pt 1pt; padding: 0cm 5.4pt; width: 98.25pt;" valign="top" width="131"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Sentadilla clásica 150 kg</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.4pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">308 (112)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">369 (104)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">202 (102)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">228 (79)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">209 (84)</div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">182 (64)</div></td> <td style="border-color: -moz-use-text-color windowtext windowtext -moz-use-text-color; border-style: none solid solid none; border-width: medium 1pt 1pt medium; padding: 0cm 5.4pt; width: 84.45pt;" valign="top" width="113"><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Excéntrica </div><div class="MsoNormal" style="line-height: normal; margin-bottom: 0.0001pt;">Concéntrica</div></td> </tr>
</tbody></table><div class="MsoNormal"><br />
</div><div class="MsoNormal">Los valores corresponden a microVoltios (μV) de señal EMG procesada por el sistema MUSCLELABTM. Entre paréntesis figura el % de señal observado respecto a la del ejercicio TIRANTE con 20 kg. </div><div class="MsoNormal">Como se muestra en la anterior tabla sólo la sentadilla con 150 kg sobre los hombros supera mínimamente la activación EMG a la sentadilla con tirante musculador y carga de 20 Kg. Además solo se supera en los registros del vasto medial y la fase excéntrica en el vasto lateral.</div><div class="MsoNormal">En la comparación de sentadilla con tirante musculador y el medio squat (Marzo, y otros, 2005) concluyen que:</div><div class="MsoNormal"><b>Tirante musculador con 0 kg = ½ squat con 50% de 1RM</b></div><div class="MsoNormal"><b>Tirante musculador con 10 kg = ½ squat con 60% de 1RM</b></div><div class="MsoNormal"><b>Tirante musculador con 20 kg = ½ squat con 70% de 1RM</b></div><div class="MsoNormal">Además comprobar que en la percepción de esfuerzo no hay diferencias significativas.<br />
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BIBLIOGRAFÍA<br />
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<ul><li><span>González, J. M. (2001). <i>Bases científicas del entrenamiento con el tirante musculador.</i> Sant Cugat: Departamento de Fisiología. CAR.</span></li>
</ul><ul><li><span>Marzo, E. D., Padullés, J. M., Núñez Álvarez, V., Vaamonde, D., Viana Montaner, B., Gómez Puerto, J. R., y otros. (2005). Análisis electromiográfico y de percepción de esfuerzo del tirante musculador con respecto al ejercicio de 1/2 squat. <i>Apunts: EDUCACIÓN FÍSICA Y DEPORTES</i> <i>, 82</i>, 45-52.</span></li>
</ul></div>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-90713906457272027232011-02-23T13:15:00.000+01:002011-02-23T13:15:04.946+01:00La creatina (parte final)<!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal">AUMENTO DE MASA MUSCULAR</div><div class="MsoNormal">En esta revisión se ve a la creatina como el suplemento nutricional más efectivo a disposición de los deportistas para aumentar la masa muscular y la capacidad de ejercicio de alta intensidad durante el entrenamiento. Numerosos estudios han demostrado que la suplementación con<span> </span>creatina aumenta la masa corporal y/o muscular durante el entrenamiento. Estas ganancias van de 2-5 libras con respecto a los controles durante periodos de 4-12 semanas de entrenamiento. Esto parece ser debido a una mayor capacidad para realizar ejercicio de alta intensidad. </div><div class="MsoNormal">EFECTOS SECUNDARIOS</div><div class="MsoNormal">Los únicos efectos secundarios significativos parecen ser el aumento de peso, ya que los últimos estudios a largo plazo no han reportado efectos secundarios e incluso se indica que la suplementación con creatina puede reducir la incidencia de lesiones durante el entrenamiento.</div><div class="MsoNormal">AUMENTO DE LA CAPACIDAD DE RENDIMIENTO</div><div class="MsoNormal">La creatina también se utiliza para mejorar el rendimiento. Esto es particularmente cierto cuando el ejercicio es intermitente y de alta intensidad como el levantamiento de pesas, sprints o ejercicios que involucren sprints como el fútbol. Además la ingesta conjunta de creatina e hidratos de carbono optimiza la carga de estos últimos utilizada antes de las competiciones.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
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</style> <![endif]--> </div><div class="MsoNoSpacing"><b><span lang="EN-US" style="font-size: 14pt;">ISSN EXERCISE & SPORT NUTRITION REVIEW:</span></b></div><div class="MsoNoSpacing"><b><span lang="EN-US" style="font-size: 14pt;">RESEARCH & RECOMMENDATIONS</span></b></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "TimesNewRomanPSMT","serif"; font-size: 12pt;">Richard B. Kreider1, Anthony L. Almada2, Jose Antonio3, Craig Broeder4, Conrad Earnest5, Mike</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "TimesNewRomanPSMT","serif"; font-size: 12pt;">Greenwood1, Thomas Incledon6, Douglas S. Kalman7, Susan M. Kleiner8, Brian Leutholtz1, Lonnie</span></div><div class="MsoNoSpacing"><span lang="EN-US" style="font-family: "TimesNewRomanPSMT","serif"; font-size: 12pt;">M. Lowery9, Ron Mendel10, Jeffrey R. Stout11, Darryn S. Willoughby1, Tim N. Ziegenfuss10</span></div><div class="MsoNoSpacing"><span style="font-family: "TimesNewRomanPSMT","serif"; font-size: 12pt;">Sports Nutrition Review Journal. 1 (1):1-44, 2004.</span><span style="font-size: 12pt;"></span></div>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-73713167353030815352011-02-22T23:56:00.000+01:002011-02-22T23:56:40.977+01:00Creatina (2º parte)<!--[if gte mso 9]><xml> <o:DocumentProperties> <o:Author>WinuE</o:Author> <o:Version>12.00</o:Version> </o:DocumentProperties> </xml><![endif]--><!--[if gte mso 9]><xml> <w:WordDocument> <w:View>Normal</w:View> <w:Zoom>0</w:Zoom> <w:TrackMoves/> <w:TrackFormatting/> <w:HyphenationZone>21</w:HyphenationZone> <w:PunctuationKerning/> <w:ValidateAgainstSchemas/> <w:SaveIfXMLInvalid>false</w:SaveIfXMLInvalid> <w:IgnoreMixedContent>false</w:IgnoreMixedContent> <w:AlwaysShowPlaceholderText>false</w:AlwaysShowPlaceholderText> <w:DoNotPromoteQF/> <w:LidThemeOther>ES</w:LidThemeOther> <w:LidThemeAsian>X-NONE</w:LidThemeAsian> <w:LidThemeComplexScript>X-NONE</w:LidThemeComplexScript> <w:Compatibility> <w:BreakWrappedTables/> <w:SnapToGridInCell/> <w:WrapTextWithPunct/> <w:UseAsianBreakRules/> <w:DontGrowAutofit/> <w:SplitPgBreakAndParaMark/> <w:DontVertAlignCellWithSp/> <w:DontBreakConstrainedForcedTables/> <w:DontVertAlignInTxbx/> <w:Word11KerningPairs/> <w:CachedColBalance/> </w:Compatibility> <m:mathPr> <m:mathFont m:val="Cambria Math"/> <m:brkBin m:val="before"/> <m:brkBinSub m:val="--"/> <m:smallFrac m:val="off"/> <m:dispDef/> <m:lMargin m:val="0"/> <m:rMargin m:val="0"/> <m:defJc m:val="centerGroup"/> <m:wrapIndent m:val="1440"/> <m:intLim m:val="subSup"/> <m:naryLim m:val="undOvr"/> </m:mathPr></w:WordDocument> </xml><![endif]--><!--[if gte mso 9]><xml> <w:LatentStyles DefLockedState="false" DefUnhideWhenUsed="true"
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<div class="MsoNormal">Se ha demostrado repetidamente que la concentración muscular de creatina total se puede aumentar con la suplementación de<span> </span>creatina por vía oral. Los protocolos de los suplementos suelen incluir una fase de carga de aproximadamente 20 g de monohidrato de creatina durante 4-6 d, seguido de una dosis de mantenimiento de alrededor de 5 g al día durante 2-3 semanas<span class="google-src-text">.</span> Este régimen teóricamente aumenta la concentración sanguínea de creatina a un nivel óptimo para la absorción en el músculo. La ingestión por encima de esta cantidad es probable que conduzca a la eliminación de la creatina en forma de creatinina a través de la orina. Bajas dosis del suplemento de 2-3 g / d también elevará la creatina muscular, pero el aumento se produce gradualmente a lo largo de varias semanas, en lugar de días. </div><div class="MsoNormal">El aumento de la creatina muscular con la suplementación es generalmente mayor en sujetos con concentración inicial baja, mientras que los sujetos con mayor concentración de partida pueden tener o no un pequeño aumento Por lo tanto, se ha demostrado que los vegetarianos suelen ser más sensibles a la suplementación con creatina, ya que sus niveles iniciales son bajos a partir de una dieta que contiene poco de Sin embargo el contenido inicial de creatina no puede explicar plenamente la gran variabilidad interindividual en la respuesta a la suplementación.</div><div class="MsoNormal"><span class="google-src-text">Se ha encontrado un mayor transporte de </span><span> </span>creatina hacia cuando la creatina se ingiere junto con los hidratos de carbono o<span> </span>hidratos de carbono mezclados con proteínas. Esto parece deberse a un efecto de la insulina en la captación La ingestión de creatina y 1 g de glucosa / kg de masa corporal dos veces al día aumentó la creatina muscular total un 9% en comparación con la ingesta de creatina sola. </div><div class="MsoNormal"><br />
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</style> <![endif]--> </div><div class="MsoBibliography"><span lang="EN-US">Paddon-Jones, D., Børsheim, E., & Wolfe, R. R. (2004). Potential Ergogenic Effects of Arginine and Creatine Supplementation. <i>The American Society for Nutritional Sciences J. Nutr.</i></span></div><div class="MsoBibliography"><br />
</div><div class="MsoBibliography"><br />
</div><div class="MsoBibliography"><span lang="EN-US"><i>CONTINÚA... </i> </span></div><div class="MsoNormal"> </div>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-61800344541721588952011-02-21T20:51:00.001+01:002011-02-21T20:53:06.911+01:00Creatina<span lang="EN-US" style="font-size: 12pt; line-height: 115%;"></span> La creatina es un aminoácido derivado de la síntesis de arginina, glicina y metionina ( <b><span style="color: black; font-family: "Calibri","sans-serif"; text-decoration: none;">Fig. 1.</span></b> ) en los riñones, el hígado y el páncreas. La tasa de síntesis es de 1-2 g / día. La creatina puede ser obtenida a través de la dieta, principalmente de carne y pescado. Una persona consume alrededor de 1 g de creatina por día a partir de una dieta regular. La creatina se degrada en creatinina y se excreta en la orina a un ritmo de aproximadamente 2 g / d. <br />
<div class="MsoNormal"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFnNSo1wDoswvLbJE7Z-bboWZ5FPW5sHT-C76IUqn7zg5IznPNy5w076GFx2c-Q9bXEJc7ddKjplfU5TXu3DfWinrmY3M9F-_WZGuM4EaWB1LgJSBr6JqppEQ0ZWw_JSuCp2gYVUDjWc4/s1600/creatina.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="281" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhFnNSo1wDoswvLbJE7Z-bboWZ5FPW5sHT-C76IUqn7zg5IznPNy5w076GFx2c-Q9bXEJc7ddKjplfU5TXu3DfWinrmY3M9F-_WZGuM4EaWB1LgJSBr6JqppEQ0ZWw_JSuCp2gYVUDjWc4/s400/creatina.gif" style="cursor: move;" width="400" /></a>Cerca del 90-95% de la creatina del cuerpo se encuentra en el músculo esquelético. De esta cantidad, aproximadamente un tercio es creatina libre, mientras que dos terceras partes existen como fosfocreatina (PCr).</div><div class="MsoNormal">PCr ejerce un papel importante en el metabolismo energético. Cuando la energía aumenta la demanda, la PCr dona su fosfato al ADP para producir ATP. El sistema de ATP-PC puede proporcionar energía a intensidades elevadas, pero sólo para unos pocos ( <span style="color: black; text-decoration: none;">10</span> - <span style="color: black; text-decoration: none;">15</span><span id="goog_415354276"></span><span id="goog_415354277"></span> ) segundos antes de que los depósitos PCr se vacíen.</div><div class="MsoNormal">Debido a que la PCr es un factor limitante en el mantenimiento de la resíntesis de ATP durante el ejercicio máximo a corto plazo, un aumento de la concentración de PCr en teoría debería aumentar la reserva de energía para este tipo de ejercicio. Por lo tanto, se ha sugerido que la carga de creatina mejora el rendimiento durante el ejercicio máximo de corta duración, similar al efecto de la carga de glucógeno antes del ejercicio de resistencia.</div><div class="MsoNormal">La concentración normal de creatina total en el músculo esquelético es de unos 120 mmol/kg (peso seco), mientras que el límite superior parece ser de unos 150 a 160 mmol/kg.</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">BIBLIOGRAFÍA</div><div class="MsoNormal"></div><div class="MsoBibliography"><span lang="EN-US">Paddon-Jones, D., Børsheim, E., & Wolfe, R. R. (2004). Potential Ergogenic Effects of Arginine and Creatine Supplementation. <i>The American Society for Nutritional Sciences J. Nutr.</i> </span></div><div class="MsoNormal"><br />
</div><div class="MsoNormal"><br />
</div><div class="MsoNormal">…CONTINÚA </div>Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0tag:blogger.com,1999:blog-4510194072205039123.post-11295289842841563852011-02-16T10:47:00.000+01:002011-02-16T10:47:14.137+01:00Sobreprotección<object height="326" width="446"><param name="movie" value="http://video.ted.com/assets/player/swf/EmbedPlayer.swf"></param><param name="allowFullScreen" value="true" /><param name="allowScriptAccess" value="always"/><param name="wmode" value="transparent"></param><param name="bgColor" value="#ffffff"></param><param name="flashvars" value="vu=http://video.ted.com/talks/dynamic/GeverTulley_2007U-medium.flv&su=http://images.ted.com/images/ted/tedindex/embed-posters/GeverTulley-2007U.embed_thumbnail.jpg&vw=432&vh=240&ap=0&ti=202&introDuration=15330&adDuration=4000&postAdDuration=830&adKeys=talk=gever_tulley_on_5_dangerous_things_for_kids;year=2007;theme=tales_of_invention;theme=ted_under_30;theme=the_creative_spark;theme=how_we_learn;event=TED2007;&preAdTag=tconf.ted/embed;tile=1;sz=512x288;" /><embed src="http://video.ted.com/assets/player/swf/EmbedPlayer.swf" pluginspace="http://www.macromedia.com/go/getflashplayer" type="application/x-shockwave-flash" wmode="transparent" bgColor="#ffffff" width="446" height="326" allowFullScreen="true" allowScriptAccess="always" flashvars="vu=http://video.ted.com/talks/dynamic/GeverTulley_2007U-medium.flv&su=http://images.ted.com/images/ted/tedindex/embed-posters/GeverTulley-2007U.embed_thumbnail.jpg&vw=432&vh=240&ap=0&ti=202&introDuration=15330&adDuration=4000&postAdDuration=830&adKeys=talk=gever_tulley_on_5_dangerous_things_for_kids;year=2007;theme=tales_of_invention;theme=ted_under_30;theme=the_creative_spark;theme=how_we_learn;event=TED2007;"></embed></object><br />
Quizá este video os haga reflexionar sobre si en demasiadas ocasiones pecamos de sobreprotectores.Miguel Beirohttp://www.blogger.com/profile/09306722727464175620noreply@blogger.com0