tag:blogger.com,1999:blog-45366963670512271722023-11-16T10:48:59.048-08:00Dietética y enfermedad mentalDr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.comBlogger10125tag:blogger.com,1999:blog-4536696367051227172.post-40224830682736082222013-03-12T02:21:00.005-07:002013-03-12T02:21:56.556-07:00La vitamina B12 y el ácido fólico mejoran algunos síntomas de la esquizofrenia"El descubrimiento de que el
ácido fólico y la vitamina B12 pueden mejorar los síntomas negativos
sugiere un nuevo tratamiento para la esquizofrenia", afirma el experto
Joshua Roffman, del departamento de psiquiatría del Hospital General de
Massachusetts (Estados Unidos) y autor principal de un estudio publicado
en la revista "JAMA Psychiatry". <br /><br />En el estudio participaron 140
voluntarios que padecían esquizofrenia, todos ellos bajo medicación
antipsicótica. Los investigadores les dividieron en dos grupos, unos
recibieron durante 16 semanas un tratamiento con vitamina B12, y otros,
placebo. La información nutricional se recopiló para explicar las
diferencias en la ingesta de los nutrientes.<br /><br />Los que recibieron
vitamina B12 mostraron una mejoría de los síntomas negativos, pero según
los expertos, esta mejoría no era muy relevante en comparación a la
mejoría del grupo que recibió placebo. Sin embargo, cuando el análisis
mostró las variantes en los genes de interés, el aporte de nutrientes en
los dos grupos hizo proporcionar una mejora significativa en los
síntomas negativos, principalmente debido a los efectos de las variantes
específicas de MTHFR y de un gen llamado FOLH1.<br /><br />Los expertos
observaron que el gen FOLH1 era decisivo para predecir los resultados
del tratamiento. Aquellos con un bajo funcionamiento del gen FOLH1
tenían los niveles de ácido fólico más bajos. <br /><br />"Aquellos
pacientes que no mostraron beneficios al principio, necesitaron las 16
semanas que duró el tratamiento para mostrar algún tipo de beneficio",
explica Roffman. "Los cambios en la expresión del gen necesitan una
explicación que todavía no tenemos. El ácido fólico juega un papel
crítico en la metilación del ADN, por lo que es plausible que sus
efectos en los síntomas negativos actúen cambiando la expresión de los
genes. Los participantes con un bajo funcionamiento del gen FOLH1 pueden
mostrar con frecuencia un beneficio de la aportación de ácido fólico si
el tratamiento es por un largo periodo de tiempo, pero esto necesita
ser investigado en futuros estudios", sostiene el experto.<br />
<br />
<a href="http://archpsyc.jamanetwork.com/article.aspx?articleid=1660588" target="_blank">Artículo completo</a> <br />
Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com0tag:blogger.com,1999:blog-4536696367051227172.post-51320035217513974712012-04-13T01:32:00.002-07:002012-04-13T01:32:28.699-07:00La vitamina A<!--[if gte mso 9]><xml>
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Hemos visto en una entrada anterior, las acciones de la
vitamina D a nivel cerebral. Ahora vamos a tratar otra vitamina, en este caso,
la vitamina A. En este caso, la evidencia sugiere, de manera clara, que la
vitamina A ejerce importantes acciones en la fisiología cerebral, tanto en la
embriogénesis como en la vida adulta. El ácido retinoico (principal metabolito
de la vitamina A), está ampliamente implicado en la neurogénesis, la
diferenciación celular, la conectividad sináptica y la potenciación
fisiológica, todos procesos que afectan la plasticidad neuronal. </div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
¿Por qué vitaminas, cuyo déficit en el pasado se supone ya
superado, empiezan a cobrar nuevamente relevancia clínica?</div>
<div class="MsoNormal">
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<a name='more'></a><br />
<div class="MsoNormal">
El argumento que justifica este cambio en el tratamiento de
las hipovitaminosis viene de la mano del descubrimiento de las acciones de sus
metabolitos como señalizadotes celulares, de modo que muchas células
interpretan su presencia produciendo proteínas con funciones totalmente
diferentes a las que hemos estado observando hasta ahora. En este caso, el déficit
de vitamina A se relacionaba con alteración de la visión y en el fortalecimiento
de dientes, huesos y mucosas. Ahora, se ha visto que el exceso o déficit de
vitamina A afecta a la función cognitiva.</div>
<div class="MsoNormal">
<br /></div>
<div class="MsoNormal">
En un experimento en el que se creaba un modelo transgénico
de ratones con el receptor del ácido retinoico bloqueado. Pues bien, los
ratones mutantes para estos receptores mostraron un desarrollo y crecimiento
normales sin morfología física o neuronal anormales, y sin embargo mostrando
déficits cognitivos en el aprendizaje del laberinto de agua de Morris y
deterioro en el control motor y equilibrio, comparados con los ratones tipo
silvestre. Estos deterioros conductuales se correlacionaron con diferencias
electrofisiológicas en células del hipocampo, que se corresponden con cambios
en la eficacia sináptica a largo plazo que puede afectar el aprendizaje y la
memoria. </div>
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" width="307" /></div>
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Un aspecto importante de los pacientes con enfermedad mental
es la monotonía en la dieta y los desequilibrios alimentarios. En este sentido,
seguimos observando que déficits en determinados nutrientes tienen una relación
directa con alteraciones asociadas a estas patologías, como los déficits
cognitivos. La vitamina A en exceso, también provoca alteraciones (graves en
algunos casos), por lo que lo ideal no es dar formulaciones farmacéuticas, sino
tratar de equilibrar la dieta, teniendo en cuenta que en este caso, la ingesta
de procarotenos no provoca hipervitaminosis y podemos, por tanto, aconsejar la
ingesta de ensaladas con tomate y zanahoria o las comidas con salsa de tomate,
ricas en carotenos y que no provocarán hipervitaminosis.</div>
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<a href="http://archneur.ama-assn.org/cgi/content/full/64/12/1706" target="_blank">Enlace a un artículo de interés publicado al respecto</a></div>Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com0tag:blogger.com,1999:blog-4536696367051227172.post-85189860848657118582012-02-15T06:53:00.000-08:002013-03-12T02:23:03.912-07:00¿El Sol es nuestro aliado o nuestro verdugo?La exposición al sol se considera un alivio para los estados depresivos, de hecho, sol y ejercicio son buenos remedios para pacientes deprimidos. ¿Que tiene el sol para ser beneficioso? Pues una de las acciones más importantes es que es una fuente de vitamina D.<br />
<br />
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Inicialmente, parece que se trata
de una vitamina necesaria para absorber calcio y mantener nuestro esqueleto
(evitando la temida osteoporosis). Sin embargo, el funcionamiento de
lo que en medicina llamamos homeostasis del calcio (algo así como “la
autorregulación del calcio”) es muchísimo más complejo. Todo comienza con la
exposición a la luz ultravioleta del sol, de un derivado del colesterol (el
7-dehidrocolesterol) que hay en las células de la piel. A partir de ahí, se
forma en el hígado la 25-hidroxivitamina D3, que es la forma circulante de la
vitamina D.</div>
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Hasta aquí todo parece
razonablemente simple, una sustancia que tenemos en la piel, al darle la luz
del sol, se convierte en una vitamina. ¿Pero que hace esa vitamina que está
circulando en plasma? ¿Que tiene que ver con el metabolismo del calcio?</div>
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Pues ocurre que los riñones
convierten la 25-hidroxivitamina D3 en 1,25-dihidroxivitamina D3, que es lo que
se considera la “forma activa” de la vitamina D, es decir, la forma que hace
“algo” ¿Qué?</div>
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Los investigadores de varias
universidades norteamericanas descubrieron en el siglo pasado que una hormona
producida por la glándula paratiroides es crítica para el mantenimiento de una
cantidad determinada de la forma “activa” de vitamina D en la sangre; de tal
forma que cuando se necesita calcio, la glándula paratiroides envía la hormona
paratiroides a los riñones, para que inicien la producción de esa forma activa.
Y a su vez, la presencia en plasma de dicha forma activa de vitamina D, implica
que los intestinos transfieran el calcio de los alimentos a la sangre. Por todo
ello, cuando se toma muy poco calcio en la alimentación, o el calcio no se
absorbe suficientemente, tanto la vitamina D como la hormona paratiroidea
inician un proceso por el cual el calcio almacenado se obtiene de los huesos,
lo que genera su descalcificación (osteoporosis).</div>
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<br /></div>
<div class="MsoNormal" style="text-align: justify;">
Todo este complejo proceso podría
resumirse en que hay que tomar calcio, exponerse a la luz solar y tener un
hígado y unos riñones sanos. Pero, sin embargo, nuestros ancianos pierden masa
ósea, se caen, se fracturan los huesos y quedan encamados y discapacitados en
muchas ocasiones en medio de fuertes dolores. ¿Que falla?</div>
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<br /></div>
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Pues bien, hace unos años, unos
investigadores norteamericanos descubrieron que si comparábamos la relación
entre la 25-hidroxivitamina D3 y la 1,25-dihidroxivitamina D3, en ciudadanos
afroamericanos actuales y la comparamos con la de nuestros antepasados, esta
relación está muy alterada. En nuestros ancestros dominaba la forma 25 hidroxi,
mientras que en los afroamericanos actuales domina la 1,25 dihidroxi.
Recordemos que esta es la forma activa, que actúa como una hormona y que
provoca alteraciones en la secreción de paratohormona y en el metabolismo del
calcio. Esto explicaría una mayor propensión a la obesidad y a la hipertensión
en estos ciudadanos afroamericanos, y esto: ¿A que se debe?</div>
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Pues parece que precisamente a
una alimentación que proporciona poco calcio absorbible. Pensemos…. Cuando
estábamos en los albores de nuestra evolución, comíamos insectos (cutículas y
calcio), roíamos hueso (calcio), comíamos espinas de pescado (calcio),
hortalizas y plantas ricas en calcio….. Ahora le quitamos las espinas al
pescado, nadie roe huesos, tomamos pocas verduras y sin embargo, tomamos
cereales y alimentos que secuestran calcio y nos contentamos con el hecho de
que tomamos leche ¡Y ya está!. </div>
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Hacemos poco ejercicio físico,
ingerimos poco calcio, tenemos mucha forma activa de la vitamina D y….
finalmente, osteoporosis, claro. </div>
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Podríamos pensar, por otro lado,
que eso es potestativo de los países fríos o con poca insolación. España está
protegida de esta hipovitaminosis ya que el predominio de la luz solar es
abrumador en casi todas nuestras regiones. Sin embargo, en un reciente estudio
(2005) de la Unidad
de Metabolismo Mineral del Hospital Reina Sofía de Córdoba, un grupo de
investigadores encontró que más de un 80 por ciento de mujeres posmenopáusicas
sanas tenían insuficiencia en vitamina D (menos de 30 ng/ml), mientras un 5 por
ciento tenía deficiencia grave (menos 10 ng/ml), lo que confirmaba la evidencia
creciente de que la elevada prevalencia (el número de casos en que se produce
esta deficiencia) de la insuficiencia en vitamina D en todo el mundo ocurre
también en España, pese a que el estudio se hizo en una ciudad como Córdoba que
por su latitud (37.85º N) y horas de sol al año posibilita la formación de
vitamina D.</div>
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¿Y eso que tiene que ver con la depresión?</div>
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Pues ocurre que cada vez son más los estudios que vinculan deficiencias subclínicas de vitamina D con estados depresivos. Uno de estos estudios realizado en casi tres mil jóvenes por investigadores de la universidad de Bristol, encuentra una relación entre valores bajos de vitamina D y depresión</div>
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<a href="http://medicalxpress.com/news/2012-01-tuna-eating-teenagers-depression.html">Enlace a la publicación</a><br />
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Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com0tag:blogger.com,1999:blog-4536696367051227172.post-85629350967049437352012-02-06T04:59:00.000-08:002012-02-06T04:59:18.392-08:00Sorprendente DHA (1ª parte)<!--[if gte mso 9]><xml>
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Nos situamos en Europa hace 40.000 años, en un valle del sur
de Europa en el período Pleistoceno y en plena glaciación de Würm. Dos grupos
de homínidos tienen un encuentro fortuito y se observan entre el desconcierto y
la cautela. No es habitual para ninguno de los dos grupos ver a otros, siempre
viviendo entre la desconfianza y la curiosidad, pero ahora tienen, cada uno
frente a sí, a un conjunto de seres muy diferentes. Para el grupo más fuerte,
pero de menor talla, el otro grupo le parece extraordinariamente raro, parecen
seres débiles, como enfermos, llenos de colgantes y pinturas. Para el grupo de
sapiens, los neandertales les parecen hoscos, fuertes y mucho más salvajes. </div>
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Unos (los neandertales) descienden de un homínido que habitó
Europa hace un millón de años, el Homo Heildebergensis. Otros (los sapiens) son
originarios de África y surgieron como especie en un período mucho más reciente
(unos cien mil años). Su parecido, no obstante, es asombroso comparándolos con
el resto de las criaturas a las que catalogan de presas o depredadores. ¿Son
ellos potencialmente dañinos uno para el otro? Los neandertales son mucho menos
temerosos, pero los sapiens son enormemente curiosos. Vamos a definir
características de cada uno de los grupos:</div>
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Neandertales: Los arcos supraorbitarios tan marcados, la
ausencia de mentón y la frente huidiza les dan un aspecto feroz, unido a una
constitución de menor talla, pero mucho más corpulenta y fornida. ¿Se
dirigieron a los sapiens mediante un lenguaje articulado? Es difícil saberlo,
pero en el Sidrón (yacimiento localizado en España, de 43 000 años de
antigüedad), se ha podido encontrar el gen FoxP2, relacionado con la
posibilidad del habla en muestras localizadas de neandertales. Asimismo, el
hioides estaba lo suficientemente desarrollado y posicionado como para la
emisión de fonemas discretos con capacidad simbólica. También se ha encontrado
el gen MCR1, de la pigmentación, que indicaría color del pelo rubio y
pelirrojo. </div>
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Sapiens: Sus caras tenían un aspecto mucho más distinguible
para nosotros, ya que es nuestra cara. Su talla y su fuerza, aun siendo mucho
mayor que la que tenemos ahora, era, sin embargo, menor que la de los otros
homínidos. Tenían un lenguaje estructurado y poseían armas de largo alcance, frente
a las lanzas que usaban los neandertales en una caza, casi cuerpo a cuerpo. La
piel era negra (pigmentación original de África) y estaba cubierta de pieles,
pintada y llena de abalorios.</div>
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Estaban frente a frente, un equipo de rugby, fuertes,
pelirrojos y aguerridos y un equipo de fondistas, negros y huidizos. </div>
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Podríamos preguntarnos qué hizo que una especie (la nuestra)
sobreviviera y la otra no. Es difícil saberlo con seguridad, pero seguro que
tuvo mucho que ver la diferente forma de interpretar la realidad de uno y otro
cerebro. El cerebro del neandertal era de igual tamaño, sino mayor, que la del
sapiens. Eran cazadores y recolectores, enterraban a sus muertos y cuidaban de
sus heridos. Sin embargo, sus sistemas de caza y las herramientas utilizadas
evidenciaban un tipo de caza al acecho, saltando sobre el animal y utilizando
las lanzas en un cuerpo a cuerpo que les costaba un alto precio de heridas y
fracturas.</div>
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Nuestra especie era más curiosa, más creativa, manejaba
mejor la anticipación, sus útiles de caza eran más sofisticados e incluían
lanzaderas que, junto a sistemas de aproximación más elaborados, les permitían
matar a distancia animales mayores. </div>
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Ahora hay antropólogos y neurocientíficos que asocian la
diferencia evolutiva entre ambas especies a la alimentación. Resulta que
nuestra especie siempre ha seguido los cursos de agua, lo que ha permitido que
las hembras comieran pescado y marisco de forma muy frecuente, particularmente,
cuando estaban preñadas, lo que le daba una fuente rica en un ácido graso al
cerebro, en formación, del feto. Ese ácido graso típico de los animales marinos
es el DHA (docosahexaenoico). Los ácidos grasos omega-3 son esenciales para la
vista, ya que el DHA forma parte de los fotorreceptores de los conos y bastones.
Estas estructuras de la membrana, asociadas a la rodopsina, participan en la
conversión del estímulo luminoso en eléctrico y en los procesos de transducción
de señales que acompañan a este fenómeno. Un ejemplo concreto de que el ácido
graso omega-3, DHA, es necesario para el desarrollo cerebral, se determinó in
vitro, al observar que este ácido graso permite el crecimiento de las neuritas
de neuronas de la región cerebral denominada hipocampo, área importantísima en
nuestra cognición, de hecho, el cerebro contiene una alta concentración de
estos ácidos, que corresponde a alrededor del 20% de su peso seco (en el SNC
uno de cada tres ácidos grasos es poliinsaturado). </div>
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Con esta entrada abro la puerta de la curiosidad hacia este ácido
graso del que hablaré largo y tendido en las siguientes entradas, dada su
importancia en el tema que nos ocupa, las enfermedades mentales.</div>Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com0tag:blogger.com,1999:blog-4536696367051227172.post-79114419934104614972011-09-29T04:59:00.001-07:002011-09-29T04:59:41.239-07:00Uso de creatina para mejorar la función cognitiva<div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">Existen evidencias de mala función mitocondrial en pacientes con esquizofrenia. En base a ello, se ha formulado la hipótesis de una mejoría tras la suplementación con creatina, de hecho, ya existen publicaciones que relacionan una mejor función cognitiva en personas de diversos colectivos que la ingieren (ancianos, vegetarianos…)</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
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</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">La creatina la descubrió Chevreul en 1832. Existen referencias de haber sido utilizada por los países del este de Europa en los años 60. Los primeros estudios científicos se realizaron a partir de 1990. Su utilización comercial comenzó en 1992.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">La demanda diaria de creatina se produce a través de la dieta. La creatina la tomamos en pequeña cantidad con las proteínas de origen animal (200 mg/100 g de carne), la mayor parte la sintetizamos a partir de sus precursores (arginina, glicina y metionina), y se sitúa en torno a 2 g/día (Bemben MG and Lamont HS, 2005). Para ingerir 20 g de creatina hay que tomar 12 kg de carne al día.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">El primer paso en la síntesis de creatina ocurre en riñón, donde se produce el ácido guanidino acético que, posteriormente en hígado se metila a creatina pasando a plasma.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">En términos bioquímicos la administración de creatina incrementa la creatina y</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">fosfocreatina usadas en la contracción muscular y en las vías energéticas celulares. En términos termodinámicos la creatina estimula el circuito creatina - creatina quinasa - fosfocreatina, relacionada con la función mitocondrial controlando el pool subcelular de adenilato. En términos farmacocinéticos la entrada de creatina al músculo esquelético, inicialmente depende de la concentración extracelular, pero su transporte está regulado y es limitante. En términos farmacodinámicos posibilita el esfuerzo muscular intenso durante breves períodos de tiempo.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">Los estudios experimentales realizados en animales con incrementos de creatina en su alimentación, demuestran un aumento en el contenido miocárdico de creatina libre y total, sin alterar de manera significativa el nivel de ATP o PC. Además en animales con hiperlipemia, baja los triglicéridos y VLDL aumentando el BUN de 11 a 13 mg% (Sopio R and Lederer M,1995)</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">El nivel normal de creatina en músculo es de 124 mmol/kg (peso seco). El límite se sitúa en 150-160 mmol/kg. Una dosis de 1 g no modifica los niveles musculares. Una dosis de 5 g la incrementa de forma significativa (Harris RC et al., 2004). La dosis empleada es de 20-25 g/día durante 5 ó 6 días. Después se dan 2 g/día como mantenimiento. Incrementan los depósitos, la ingesta simultánea de carbohidratos, ejercicio y bebidas con electrolitos (Vandenberghe et al., 1997). También hay estudios de una sinergia al administrarla con ácido lipoico (Burke DG et al., 2003).</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">Finalmente, la hipótesis de que la carga de creatina incrementa los depósitos de glucógeno no es consistente según las investigaciones realizadas ( Rico-Sanz J et al., 2008). En este mismo sentido, otros estudios realizados con carga de creatina en deportes que se realizan en condiciones de alto calor ambiental, no encuentran una mejoría en la termorregulación (Lopez RM et al., 2009).</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">Hay que tener en cuenta que durante el proceso industrial de la fabricación de creatina monohidrato de sarcosina (cuidado con los priones) y cianamida, hay contaminantes (diciandiamida, dihidrotriacinas, iones..) cuyas concentraciones deberían especificarse y ser conocidas por los consumidores (Benzi G and Ceci A, 2001).</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="color: black; font-family: Helvetica-Bold;">Dosis y modo de empleo</span></b></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">a) 5 g de creatina 4 veces al día durante 5 días seguido de una fase de mantenimiento de 2 g/d</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span lang="PT-BR" style="color: black; font-family: Helvetica;">b) 2 g/d de forma continuada</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="color: black; font-family: Helvetica-Bold;">Formulación en Farmacias</span></b></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">No se vende en farmacias. Venta en tiendas de productos para deportistas</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="color: black; font-family: Helvetica-Bold;">Evidencia científica</span></b></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">A</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="color: black; font-family: Helvetica-Bold;">Seguridad</span></b></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">Gastroenteritis osmótica por falta de hidratación con el consumo. No tomar en casos de enfermedad renal.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
</div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><b><span style="color: black; font-family: Helvetica-Bold;">Interacciones y efectos secundarios</span></b></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">Calambres musculares. Náuseas. Dolor abdominal.</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: black; font-family: Helvetica;">Enlaces sobre la creatina</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #00009a; font-family: Helvetica;">http://www.efdeportes.com/efd36/creatin.htm </span><span style="color: black; font-family: Helvetica;">(acceso libre)</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #00009a; font-family: Helvetica;">http://physrev.physiology.org/cgi/content/full/80/3/1107 </span><span style="color: black; font-family: Helvetica;">(inglés)</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><span style="color: #00009a; font-family: Helvetica;">http://www.sportsci.org/traintech/creatine/rbk.html </span><span style="color: black; font-family: Helvetica;">(inglés) (acceso libre)</span></div><div class="MsoNormal" style="mso-layout-grid-align: none; text-align: justify; text-autospace: none;"><br />
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</div><div class="MsoNormal" style="text-align: justify;">Bibliografía</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.ncbi.nlm.nih.gov/sites/entrez?holding=iesctidslib&Db=pubmed&Cmd=ShowDetailView&TermToSearch=19773644&ordinalpos=1&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.Pubmed_RVAbstractPlus&holding=iesctidslib">http://www.ncbi.nlm.nih.gov/sites/entrez?holding=iesctidslib&Db=pubmed&Cmd=ShowDetailView&TermToSearch=19773644&ordinalpos=1&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.Pubmed_RVAbstractPlus&holding=iesctidslib</a></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.ncbi.nlm.nih.gov/sites/entrez?holding=iesctidslib&Db=pubmed&Cmd=ShowDetailView&TermToSearch=20570601&ordinalpos=1&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.Pubmed_RVAbstractPlus&holding=iesctidslib">http://www.ncbi.nlm.nih.gov/sites/entrez?holding=iesctidslib&Db=pubmed&Cmd=ShowDetailView&TermToSearch=20570601&ordinalpos=1&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.Pubmed_RVAbstractPlus&holding=iesctidslib</a></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.ncbi.nlm.nih.gov/sites/entrez?holding=iesctidslib&Db=pubmed&Cmd=ShowDetailView&TermToSearch=21394604&ordinalpos=1&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.Pubmed_RVAbstractPlus&holding=iesctidslib">http://www.ncbi.nlm.nih.gov/sites/entrez?holding=iesctidslib&Db=pubmed&Cmd=ShowDetailView&TermToSearch=21394604&ordinalpos=1&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.Pubmed_RVAbstractPlus&holding=iesctidslib</a></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.ncbi.nlm.nih.gov/sites/entrez?holding=iesctidslib&Db=pubmed&Cmd=ShowDetailView&TermToSearch=21917421&ordinalpos=1&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.Pubmed_RVAbstractPlus&holding=iesctidslib">http://www.ncbi.nlm.nih.gov/sites/entrez?holding=iesctidslib&Db=pubmed&Cmd=ShowDetailView&TermToSearch=21917421&ordinalpos=1&itool=EntrezSystem2.PEntrez.Pubmed.Pubmed_ResultsPanel.Pubmed_RVAbstractPlus&holding=iesctidslib</a></div><div class="MsoNormal" style="text-align: justify;"><br />
</div>Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com1tag:blogger.com,1999:blog-4536696367051227172.post-43603220367607495602011-09-19T04:46:00.000-07:002011-09-19T04:47:07.949-07:00Utilidad clínica<div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">Bien, entonces ¿se trata de dar TRP y esperar a ver si hay mejoría clínica?.</span> </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"></div><div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">El problema es que hay que tener en cuenta lo que comentamos al principio, una alta cantidad de TRP activa la TDO y genera metabolitos que en gran cantidad son tóxicos. Habría que estar seguros de que el TRP que damos pasa a cerebro y, no suministrar una cantidad que active vías metabólicas indeseables. Para ello hay que tener en cuenta que los aminoácidos neutros compiten con el TRP en la utilización del transportador para pasar la barrera hematoencefálica. Este sistema de transporte facilitado también es utilizado para superar la barrera hematoencefálica por los aminoácidos básicos (incluyendo la lisina), glucosa y otras hexosas, adenosina, adenina, colina y ácidos monocarboxólicos, y metabolitos de neurotransmisores como 5-HIAA.</span></div><div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;"></span></div><a name='more'></a><br />
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<div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">De lo anteriormente dicho se deduce, por tanto, que la síntesis de 5-HT dependerá de: a) La concentración de TRP libre en plasma (entre un 10 y un 20% del TRP total), y b) La concentración de AA neutros en plasma que utilizan el mismo transporte para atravesar la barrera hematoencefálica (Fadda F, 2000).</span></div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">1. e.- ADMINISTRACIÓN DEL TRP</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: black;">De este modo, tenemos que:</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-TRAD">-<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES-TRAD">Dietas con una ingesta proteica moderada no modifican el TRP en cerebro</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-TRAD">-<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES-TRAD">Dietas con una ingesta alta de proteínas disminuyen el TRP en cerebro</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-TRAD">-<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES-TRAD">Dietas con una ingesta alta de grasa aumenta el TRP libre y, por tanto, el TRP en cerebro</span></div><div class="MsoNormal" style="margin-left: 36.0pt; mso-list: l0 level1 lfo1; tab-stops: list 36.0pt; text-align: justify; text-indent: -18.0pt;"><span lang="ES-TRAD">-<span style="font: 7pt "Times New Roman";"> </span></span><span lang="ES-TRAD">Dietas ricas en glúcidos simples (alto índice glucémico, como azúcares y bollería) producen por un lado un aumento de insulina con aumento de TRP en cerebro, pero por otro una disminución de ácidos grasos en suero, con disminución de TRP libre y disminución de TRP en cerebro, aunque en esta dicotomía parece ser más activa la acción sobre la insulina, provocando un ligero aumento de TRP <i>(<b><span style="font-weight: normal;">Lyons PM, Truswell AS 1988)</span></b></i><b><span style="font-weight: normal;">.</span></b></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">Lista de alimentos y su contenido en triptófano. Los alimentos con menos de 100 mg de TRP por 100 g de alimento no se incluyen. (Datos obtenidos a partir de <b><span style="font-weight: normal;">KLENSIN JC.</span> </b></span><span lang="EN-GB">INFOODS. Food Composition Data Interchange Handbook. </span><span lang="EN-GB">United Nations University Press)</span></div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvpHKExlXB4a3spweljsCuKFZ1PGDR45v-vhJE9kxe4z4NBeLu-s3ndRKixRivL-6Vsh_W65M2CRW73PjgWO2DV2jnrZhI8icQJWyv3L6W7CGqdTxt25uCVF2kyFbcK4g21K9_H222kLI/s1600/1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="398" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhvpHKExlXB4a3spweljsCuKFZ1PGDR45v-vhJE9kxe4z4NBeLu-s3ndRKixRivL-6Vsh_W65M2CRW73PjgWO2DV2jnrZhI8icQJWyv3L6W7CGqdTxt25uCVF2kyFbcK4g21K9_H222kLI/s400/1.JPG" width="400" /></a></div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-5oGS4urpE9IlNVmpLX8ZNOtYmXl17ngmQfdcgZI6EGOQB7sU4zaa2JCIiJdKj-B9oTjf9zQr4OqiWNYokTnwEDFKX2Cd9OkwQHbBUd9dyc4MCLCVumHVySJkc6jgptwYb3X7Xc6xzlA/s1600/2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="400" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEi-5oGS4urpE9IlNVmpLX8ZNOtYmXl17ngmQfdcgZI6EGOQB7sU4zaa2JCIiJdKj-B9oTjf9zQr4OqiWNYokTnwEDFKX2Cd9OkwQHbBUd9dyc4MCLCVumHVySJkc6jgptwYb3X7Xc6xzlA/s400/2.JPG" width="382" /></a></div><div class="MsoNormal" style="text-align: justify;"><br />
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</span>Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com0tag:blogger.com,1999:blog-4536696367051227172.post-88300490679678667542011-09-14T03:46:00.000-07:002011-09-19T04:39:12.117-07:00Continuación.... ACTUACIÓN EN EL PRIMER PASO<span lang="ES-TRAD" style="color: #333333;"></span><span lang="ES-TRAD" style="color: #333333;">En primer lugar deberíamos actuar evitando los factores que incrementan la actividad de las enzimas IDO y TDO, ya que están claramente implicadas en la génesis de productos metabólicos tóxicos. Hay que evitar el estrés crónico, identificar y actuar frente a agentes víricos que provoquen la estimulación del </span><span lang="ES-TRAD">interferón gamma (INFg), dar niacina de modo que creemos una inhibición enzimática por producto y cuidar la ingesta de antioxidantes.</span> <br />
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<div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">Dar triptófano en cantidades altas puede ser contraproducente ya que activamos la TDO, más bien se trataría de cuidar la ingesta de alimentos ricos en TRP (como el yogur) y tomar una dieta rica en carbohidratos que, como veremos, aumenta la cantidad de TRP libre por la acción insulínica.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">Otro factor importante sería verificar el nivel de ferritina en plasma para comprobar el estado del hierro en el organismo y, en caso de estar baja, habría que plantearse una dieta rica en hierro hem (sangre, hígado, moluscos), asociando vitamina C, o en casos más extremos, dar eritropoyetina, tal como se comentaba en el estudio citado anteriormente.</span><span lang="ES-TRAD" style="color: #333333;"></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeNQpkRp9wpReGNBA59HgSWdruX_vaJ8jtofxxUusmcxPTTC17EF0wE19pXY38gMbS5sqpOO1C6GWoj-yzK2-NL3Kpa44hy1mjMtD6j_4rhMmhgHEVLRAQLTPD8wKiVnAdy0FXrAcGBN8/s1600/2.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="300" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgeNQpkRp9wpReGNBA59HgSWdruX_vaJ8jtofxxUusmcxPTTC17EF0wE19pXY38gMbS5sqpOO1C6GWoj-yzK2-NL3Kpa44hy1mjMtD6j_4rhMmhgHEVLRAQLTPD8wKiVnAdy0FXrAcGBN8/s400/2.JPG" width="400" /></a></div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="color: #333333;">PASO DE LA BARRERA HEMATOENCEFÁLICA</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoBodyText"><span lang="ES-TRAD" style="color: windowtext;">Si la metabolización en hígado es normal,</span><span lang="ES-TRAD"> una parte de TRP pasará a plasma, en donde circulará en su mayor parte unido a un transportador (albúmina), de modo que tan sólo un 10-20% circulará como TRP libre. Teniendo en cuenta que e</span><span lang="ES-TRAD" style="color: black;">n cualquier dieta habitual, el TRP es el menos abundante de todos los aminoácidos, podemos decir que una dieta típica occidental proporcionará de 1 a 1,5 g/día. Todo ello hace que el cerebro reciba menos del 1% del TRP ingerido <i>(Young SN y Teff KL 1989)</i>.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="color: #333333;">A partir de aquí, vamos a hacernos algunas preguntas:</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="color: #333333;">¿Quién atraviesa la barrera hematoencefálica, la serotonina o el triptófano?</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: black;">Pues, debido a que la 5-HT no puede atravesar la barrera hematoencefálica y a que su precursor, el TRP, sí puede, la concentración de este neurotransmisor en el cerebro será muy dependiente de la concentración de TRP en sangre (Williams W et al. 1999).</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">¿Por qué esta dependencia tan grande?. Supongamos que tenemos una alta cantidad de triptófano en plasma. ¿No se saturará el paso a serotonina al aumentar mucho la concentración de TRP (inhibición por sustrato)?. </span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">La respuesta es que la enzima que cataliza el paso de TRP a 5-HT tiene una constante de Michaelis-Menten varias veces más alta que la concentración de TRP cerebral, lo que sugiere que en condiciones fisiológicas, la actividad de esta enzima no está saturada por el sustrato (generalmente, la concentración de sustrato limita la velocidad de la reacción y la constante de Michaelis-Menten, que mide la disociación del complejo enzima-sustrato, se hace despreciable frente a la concentración del sustrato cuando ésta aumenta mucho).</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">El segundo paso es la decarboxilación del 5-HTP a 5-HT mediante una </span>decarboxilasa de los aminoácidos L-aromáticos <span style="color: #333333;">que utiliza piridoxal como cofactor. La actividad de esta enzima es muy alta, por lo que todo el 5-HTP pasa a 5-HT quedando muy poco 5-HTP en el cerebro. Algo de TRP se convierte directamente en triptamina por la decarboxilasa lo que ha llevado a algunos farmacólogos a considerarla como un neurotransmisor.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">Ahora bien, en este momento surge una pregunta importante. Puesto que normalmente hay una limitación enzimática para que la velocidad de una reacción no aumente mucho cuando el sustrato es muy abundante. ¿Por qué aquí no es así?. En otras palabras. ¿Por qué nuestro organismo deja en manos de la arbitrariedad de la alimentación la concentración cerebral de un neurotransmisor tan importante?</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: black;">En realidad la exposición al exterior de un medio tan controlado como nuestro cerebro es un hecho extremadamente raro y, probablemente tiene que ver con la circunstancia de que las neuronas serotoninérgicas puedan participar en circuitos cerebrales con influencia sobre mecanismos periféricos que se encarguen de regular la ingesta de determinados nutrientes (Fernstrom JD 1983). </span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">En ratas, cuando se le da a escoger al animal entre varias propuestas de alimentos de contenido proteico muy dispar, acaban ajustando su elección entre un mínimo proteico que les asegura un crecimiento rápido, y un máximo por encima del cual tendrían que forzar rutas metabólicas. Esta situación de elección instintiva de la dieta proteica que, necesariamente afecta al contenido en AA en plasma, nos lleva a considerar la posible relación entre los efectos que provocan a nivel cerebral algunos AA (TRP en particular), muy dependiente de su concentración en plasma, y la decisión de tomar un tipo de dieta en particular, más o menos hiperproteica (Peters JC 1984).</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span style="color: #333333;">Bueno, está claro que nosotros podemos, entonces, utilizar este conocimiento para manipular la concentración de serotonina cuando consideremos que está muy baja por alguna enfermedad. Pero la siguiente pregunta es inmediata. ¿Si simplemente aumentamos el neurotransmisor cambiamos la clínica de las enfermedades que cursan con alteraciones suyas?.</span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">En un estudio realizado en Medline y Psychlit entre los años 1966 y 1996 por <span lang="ES-TRAD">Reilly JG</span> et al. usando las palabras clave 5-hidroxitriptamina, triptófano (TRP) y agotamiento (depleting), encuentra que la disminución de TRP exacerba la respuesta de pánico y agresión en sujetos vulnerables. En este estudio, se cita una revisión de la literatura científica entre 1980 y 1996 que presenta 44 estudios a doble ciego sobre la disminución de TRP cuyos resultados cubre un rango de desórdenes psiquiátricos que van desde psicosis, ansiedad y desórdenes de la alimentación hasta comportamientos relacionados con el apetito, agresión y deseo.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Finalmente, en un interesantísimo estudio Williams WA et al. demostraron que tras una disminución de TRP por manipulación dietética, predomina el almacenamiento vesicular de serotonina, lo que produce un declive en la concentración de 5-HIAA en líquido cefalorraquídeo que podría explicar las alteraciones en el humor en poblaciones vulnerables observadas tras la disminución de TRP mediante dietas deficitarias en este aminoácido, o ricas en aminoácidos competidores. Estos datos los obtuvieron tras medir 5-HT y 5-HIAA en líquido cefalorraquídeo en un grupo de sujetos a los que se les había sometido a una dieta de disminución de TRP.<span lang="ES-TRAD" style="color: black;"></span></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD" style="color: #333333;">Digamos que en términos generales se puede decir que las dietas bajas en triptófano, por sí mismas, no causan alteraciones del humor, depresión o agresión, pero en pacientes vulnerables puede contribuir claramente. Es decir, nos puede servir para medir el grado de vulnerabilidad a determinadas enfermedades mentales (¡qué importante es prevenir!), y en este sentido hay muchos estudios de depleción del TRP (</span><span lang="ES-TRAD">Dougherty DM et al. 1999; Williams W et al. 1999; Rubinsztein JS et al. 2001; </span><span lang="ES-TRAD">Strüder HK and Weicker H</span><span lang="ES-TRAD"> . 2001; Young AH et al. 2002; Schmeck K et al. 2002; Hughes JH et al. 2003; Wurtman RJ et al. 2003; </span><span class="bodyblack1"><span lang="ES-TRAD" style="font-size: 10pt;">Rogers<sup> </sup>RD et al. 2003.</span></span><span lang="ES-TRAD">)</span></div>Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com0tag:blogger.com,1999:blog-4536696367051227172.post-48783834176984406362011-09-09T03:01:00.000-07:002011-09-09T03:02:29.549-07:00Uso del triptófano 1ª parte<span lang="ES-TRAD">En la esquizofrenia, gran parte del arsenal terapéutico se basa en bloquear receptores dopaminérgicos y/o serotoninérgicos. Pues bien, tanto la dopamina como la serotonina tienen precursores en aminoácidos (tirosina y triptófano) cuya manipulación en la ingesta tiene repercusión, en mayor o menor medida, en la concentración en el cerebro de dichos precursores.</span><br />
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<div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">El triptófano (TRP) es un aminoácido </span><span lang="ES-TRAD">esencial y clave en la síntesis de unos de los neurotransmisores más importantes, la serotonina (5-Hidroxitriptamina, 5-HT).</span><span lang="ES-TRAD" style="color: #333333;"> </span>Se ingiere a partir de alimentos ricos en proteínas de alto valor biológico (carnes, pescados, huevos, lácteos). <span lang="ES-TRAD" style="color: #333333; font-family: "Times New Roman"; font-size: 12pt;">La absorción se realiza sobre todo en duodeno y yeyuno mediante sistemas de transporte activo secundario dependiente de gradientes de Na<sup>+</sup></span><span lang="ES-TRAD" style="color: #333333;">, posteriormente el TRP va vía Porta al hígado en donde sufre una metabolización parcial por dos enzimas, </span>La triptófano 2,3-dioxigenasa (TDO) y la indolamina 2,3-dioxigenasa (IDO). La TDO es inducida por los glucocorticoides y puede aumentar hasta 10 veces cuando se da TRP en la dieta. La IDO es inducida por factores que activan el sistema inmune como: las interleuquinas 1 y 2, los interferones gama y beta, el lipopolisacárido bacteriano (LPS) y algunos virus como el virus de la inmunodeficiencia humana. </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Aquí podríamos hipotetizar de la siguiente forma: Factores externos como la alimentación (alteración en la relación ácidos grasos Omega3/Omega6; teoría de la membrana) o infección por determinados virus (teoría vírica), provocan un aumento de mediadores de la inflamación, lo que induce la expresión de IDO que a su vez provoca dos fenómenos simultáneos, por un lado provoca un aumento de la síntesis de ácido quinolínico que actúa sobre los AA excitatorios y receptores NMDA con el resultado de neurotoxicidad, y por otro lado, disminuyendo la cantidad de TRP en plasma y, por tanto, de serotonina (ambos factores relacionados con enfermedades mentales, en particular la ESQ). </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="separator" style="clear: both; text-align: center;"><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQKu4kWomx4c8ogNPU9qWTXg-dn4o0fUNDgnf-b22G-p8W64o6lfUSO9E82NA0f4b1EuE7RJEx-u8tNJMJ4eVVFqPcLCYyW2jh3lrMSDJVHQBJdvOeFq3m1b1ZlIh3pOQz9wlcl_f6aK0/s1600/1.JPG" imageanchor="1" style="margin-left: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgQKu4kWomx4c8ogNPU9qWTXg-dn4o0fUNDgnf-b22G-p8W64o6lfUSO9E82NA0f4b1EuE7RJEx-u8tNJMJ4eVVFqPcLCYyW2jh3lrMSDJVHQBJdvOeFq3m1b1ZlIh3pOQz9wlcl_f6aK0/s320/1.JPG" width="320" /></a></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Normalmente la vía de metabolización del TRP por las enzimas IDO y TDO es activa en hígado, fundamentalmente, pero cuando hay un proceso autoinmune o inflamatorio en el cerebro, esta vía se activa, provocando un círculo vicioso neurotóxico. Pues bien, muy recientemente el descubrimiento de anticuerpos antiserotonina en la psicosis esquizoafectiva<span lang="ES-TRAD"> ha abierto un nuevo campo de investigación.</span></div><div class="MsoBodyText2"><br />
</div><div class="MsoBodyText2"><span lang="ES-TRAD">Otra conexión muy interesante es la que relaciona un producto del TRP vía IDO que es el ácido picolínico como estimulador del interferón gamma (INFg), un importantísimo inmunomodulador con efectos antiproliferativos y antineoplásicos capaz de inducir la expresión de la IDO en diferentes células. Si esta vía estuviera sobreactivada, una consecuencia sería la ausencia de tumores, algo que estimuló siempre la curiosidad de los psiquiatras que han tratado enfermos de esquizofrenia y que han constatado en diversos estudios la menor afectación por cáncer de estos pacientes a pesar de los altos factores de riesgo derivados de actividades como fumar (que en estos pacientes alcanza a más de un 70%).</span></div><div class="MsoBodyText2"><br />
</div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">Aquí podríamos reunir diversas piezas del puzzle, de forma que tendríamos por un lado un componente excitatorio (predominio catabólico de la teoría de la membrana) con formación de citoquinas, bradiquinina (teoría de la inflamación) y óxido nítrico, lo que activaría los nociceptores de la periferia. El ácido quinolínico activaría las neuronas nociceptivas y produciría neurotoxicidad vía activación de N-metil-D-aspartato.</span></div><div class="MsoNormal" style="text-align: justify;"><span lang="ES-TRAD">Por otro lado, Heyes MP et al. observaron en macacos infectados por el virus de la poliomielitis que la kinurenina-3-hidroxilasa estaba incrementada, con aumento de la formación de quinolínico y neurotoxicidad (conexión con la teoría vírica).</span></div><div class="MsoBodyText2"><br />
</div><div class="MsoBodyText2"><span lang="ES-TRAD">Finalmente, otra conexión interesante es la que liga al estrés crónico que provoca un aumento de cortisol (</span><span lang="ES-TRAD" style="font-family: Symbol;">aumento de la </span><span lang="ES-TRAD">expresión de TDO, con aumento de ácido quinolínico), disminución de </span><span lang="ES-TRAD">niacina, daño cognitivo (signos negativos de la ESQ) y deterioro en la síntesis del hem aun con leves deficiencias de hierro. Bien, pues ¿qué provocaría una mejoría en los síntomas de déficit en los enfermos con ESQ según lo que acabamos de decir?. Curiosamente acaba de publicarse un trabajo en el que se encuentra una mejoría en las capacidades cognitivas en pacientes con ESQ a los que se da eritropoyetina (Ehrenreich H et al. 2003) (continuará...)</span></div><div class="MsoBodyText2"><br />
</div>Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com0tag:blogger.com,1999:blog-4536696367051227172.post-52046050231618875172011-08-12T03:58:00.000-07:002011-09-09T04:53:54.675-07:00Primer producto a tratar, el aminoácido l-lisinaUn descubrimiento (1987) realizado acerca del papel de una molécula en el cuerpo humano, el óxido nítrico (NO), les valió el premio Nobel a Robert Furchgott, Ferid Murad y Louis J. Ignarro en 1998. Estas investigaciones pusieron de manifiesto que el organismo produce pequeñas cantidades de NO a partir del aminoácido arginina, lo que ayudó a conocer el mecanismo de acción de algunos de los fármacos empleados en la angina de pecho.<br />
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</div><div class="MsoNormal" style="text-align: justify;">La síntesis de NO se realiza por acción de una enzima, la óxido nítrico sintetasa (NOs), a partir del aminoácido L-arginina que produce NO y L-citrulina, requiriendo la presencia de un cofactor (específicamente, una coenzima) —(NADPH) — en presencia de oxígeno. El NO se sintetiza por las células endoteliales, macrófagos y cierto grupo de neuronas del cerebro. En las neuronas puede funcionar como neurotransmisor, atravesando fácilmente las membranas celulares por su carácter lipófilo. </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">El descubrimiento de que inhibidores de la enzima NOs mejoraba los síntomas conductuales asociados a la esquizofrenia en modelos animales, lanzó estos productos como diana en el tratamiento en humanos. Lo que unos investigadores han demostrado, es que una manipulación dietética, es decir, suministrar un aminoácido que compite con la arginina en su transporte a nivel de la barrera hematoencefálica (el paso a cerebro de sustancias desde la sangre), provocaba una disminución de NO en áreas cerebrales y un cambio de conducta favorable a la disminución de síntomas negativos en pacientes con esquizofrenia</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Los investigadores del Department of Pharmacology de la University of Gothenburg (Suecia), junto a investigadores del Schizophrenia Program, Centre for Addiction and Mental Health, Toronto, Canada, demostraron, en un estudio simple ciego, transversal, en el que 10 pacientes tomaron l-lisina (6 g/d) o placebo, cruzando tras ocho semanas la ingesta, es decir, los que habían tomado placebo, pasaron a tomar l-lisina y viceversa, que había una mejoría en la sintomatología basada en cuestionarios estándar.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;"><a href="http://www.ncbi.nlm.nih.gov/pubmed/21501494">Artículo publicado (pinchar aquí para enlazar)</a></div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Resúmen práctico: Dar 6 g de l-lisina al día de forma indefinida, disminuye la cantidad que pasa a cerebro de l-arginina, precursor de NO, lo cual mejora los síntomas negativos de la esquizofrenia. Este tratamiento no tiene efectos secundarios a estas dosis y debe asociarse al tratamiento con antipsicóticos convencional.</div><div class="MsoNormal" style="text-align: justify;"><br />
</div>Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com2tag:blogger.com,1999:blog-4536696367051227172.post-28536951140544875832011-08-10T03:44:00.003-07:002011-09-09T04:54:15.592-07:00Presentación del Blog<div class="MsoNormal" style="text-align: justify;">La consideración de la alimentación como un arma terapéutica más, recibe el nombre de dietoterapia. La posibilidad de manipular la alimentación en las enfermedades mentales no es nueva, en absoluto, pero ha pasado por una etapa de desatención y oscurantismo, degradada al conjunto de terapias llamadas de apoyo, de cuidados generales o incluso, de las medicinas no científicas.</div><div class="MsoNormal" style="text-align: justify;"><br />
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</div><div class="MsoNormal" style="text-align: justify;">La idea de forzar rutas metabólicas mediante manipulaciones dietéticas como apoyo al tratamiento con antipsicóticos en la enfermedad mental es, cuando menos, digna de revisarse por tres poderosas razones. </div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level5 lfo1; tab-stops: list 54.0pt; text-align: justify; text-indent: -45.0pt;"><span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span>La primera, porque todo el arsenal terapéutico en las enfermedades del sistema nervioso central son fármacos cuya actuación es muy poco precisa y los efectos secundarios muy importantes. Por ello merece la pena ayudarse de cualquier medio complementario que pueda ayudar al tratamiento.</div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level5 lfo1; tab-stops: list 54.0pt; text-align: justify; text-indent: -45.0pt;"><span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span>La segunda, porque están implicados neurotransmisores, en algunos de los cuales, podemos alterar su concentración cerebral mediante manipulaciones dietéticas. </div><div class="MsoNormal" style="margin-left: 54.0pt; mso-list: l0 level5 lfo1; tab-stops: list 54.0pt; text-align: justify; text-indent: -45.0pt;"><span style="font-family: Symbol;">·<span style="font: 7pt "Times New Roman";"> </span></span>La tercera porque ahora se sabe que hay más de 50 enfermedades debidas a defectos enzimáticos que pueden remediarse con altas concentraciones de la vitamina componente del coenzima afectado, lo que hace que las supuestas mejorías que encuentran algunos clínicos dando altas dosis de vitaminas sea, al menos, digna de estudio.</div><div class="MsoNormal" style="tab-stops: list 54.0pt; text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Se trata de las enfermedades por excelencia del ser humano, afectan a lo más profundo de nuestra diferencia como especie y, sin embargo, generan un fuerte estigma y un gran rechazo social. Los nuevos tratamientos con antipsicóticos causantes de una menor sintomatología extrapiramidal, la actuación social y el mayor conocimiento que se tiene en la actualidad de estas patologías, van consiguiendo integrar a estos enfermos en la sociedad, mejorando su calidad de vida. Sin embargo, queda mucho por hacer. Hay quien habla de enfermedades psico-sociales, y creemos que tienen razón. En cualquier caso, los que tratamos a estos pacientes y a sus familias, sabemos que el éxito se basa en un enfoque multidisciplinar, de modo que al paciente se le trate farmacológicamente con neurolépticos, se le aplique una terapia cognitiva, se le ayude a relacionarse, se les integre en actividades físicas y se controle rigurosamente su dieta. </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">En este trabajo vamos a sentar las bases bioquímicas, fisiológicas, incluso antropológicas, que justifican una atención a este campo del conocimiento, de forma que pueda ser útil, no sólo desde el punto de vista de la curiosidad científica, sino desde la práctica clínica diaria. </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Si realizamos una visión de conjunto de la nutrición como arma terapéutica en las enfermedades del sistema nervioso central, veremos que tendremos que estudiar casi todos los nutrientes, desde las proteínas, carbohidratos (CH) y lípidos, hasta elementos traza como el selenio o el cobre. Cualquier consulta en los buscadores de artículos en revistas médicas especializadas da miles de resultados introduciendo las palabras clave enfermedad mental y dieta. </div><div class="MsoNormal" style="text-align: justify;"><br />
</div><div class="MsoNormal" style="text-align: justify;">Finalmente, la relación de un ácido graso –del que hablaremos profusamente- con distintas patologías que afectan –fundamentalmente- al sistema nervioso central, ha dado un poderoso impulso a la dietoterapia en estas enfermedades. De todo ello hablaremos en próximas entradas.</div>Dr Villegashttp://www.blogger.com/profile/11360219692487083641noreply@blogger.com1