tag:blogger.com,1999:blog-1112531214176053552023-11-20T16:25:32.473-08:00Cuidados de enfermería en el ancianoMarta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.comBlogger15125tag:blogger.com,1999:blog-111253121417605355.post-37102092789517386552012-05-23T10:52:00.000-07:002012-05-27T14:05:48.341-07:00La evaluación del impacto de programas de cuidados paliativos<a 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" 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" width="200" /></a><span style="font-family: 'Trebuchet MS', sans-serif;">Se concibe como “cuidado paliativo” al cuidado total activo proporcionado por un equipo multiprofesional (médicos, psicólogos, enfermeras, trabajadores sociales) a pacientes y sus familiares cuando la enfermedad del paciente ya no responde a tratamientos curativo.</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"><br />Entre sus acciones están el control de síntomas, el fomento de bienestar emocional con tratamientos farmacológicos y apoyo psicosocial, la conservación de la autonomía y la preparación del paciente para una muerte digna, con atención al duelo de sus allegados.<br /> <br />La Organización Mundial de la Salud (OMS) ha promovido esta atención en forma de programas nacionales para cumplir objetivos del Programa Global de Control de Cáncer; con este fin ha definido estrategias generales, favoreciendo la disponibilidad de opioides y la capacitación de equipos multidisciplinarios para enfrentar las tareas de esta atención, que requiere una óptima comunicación, un soporte efectivo y un despliegue de recursos de protección para evitar el desgaste emocional de los profesionales que la brindan.<br /><br />El tema de la calidad de vida en el paciente avanzado ha cobrado extraordinario auge; en realidad, “paliar” significa preservar la calidad de vida disminuyendo el sufrimiento. Cuando la vida va llegando a su final surgen problemas que quizás antes no había o no eran tan evidentes.<br /><br />Según el estudio, las personas sienten una satisfacción con la atención recibida y refleja el impacto de la mejoría de las afectaciones con la intervención.<br /><br />Los resultados del estudio demuestran en qué aspectos mejoran los pacientes tras la atención recibida.</span><br />
<ol>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Hay un buen control sintomático, especialmente del dolor.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Se ofrecen cambios favorables significativos en la calidad de vida: cambios de humor o comportamiento, sintomatología física, adaptación a limitaciones funcionales, independencia en el autocuidado, limitaciones por el dolor en las actividades, interferencia del dolor en el descanso.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">La única dimensión que no cambia es la de las repercusiones económicas de la enfermedad.</span></li>
</ol>
<a href="http://www.bonsaisgigantes.net/zen/wp-content/uploads/2010/11/anciano-silla-prado-globo-298x300.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://www.bonsaisgigantes.net/zen/wp-content/uploads/2010/11/anciano-silla-prado-globo-298x300.jpg" width="198" /></a><span style="font-family: 'Trebuchet MS', sans-serif;">Es decir, la base de los cuidados paliativos son el control del dolor y de otros síntomas que padecen los pacientes y el apoyo psicológico, social y espiritual de la unidad paciente-familia. El objetivo es obtener mejor calidad de vida para ellos.</span>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /><br />En cuidados paliativos se considera la muerte como un evento natural de la vida y esperable dada a evolución de la enfermedad.<br /><br />En 1990 la OMS destaca como objetivos de los cuidados paliativos reafirmar la importancia de la vida aún en la última etapa, establecer un cuidado activo que no acelere la muerte ni tampoco la posponga artificialmente, proporcionar alivio al dolor y otros síntomas angustiales y ofrecer un sistema de apoyo a la familia, para afrontar la enfermedad del ser querido y sobrellevar el duelo.</span><br />
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<span style="font-family: 'Trebuchet MS', sans-serif; font-size: large;">TODO ES POCO, PARA LO QUE ELLOS MERECEN, ... UN MUERTE DIGNA</span></div>
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<a href="http://www.youtube.com/watch?v=fwv_jKHGOZ8">http://www.youtube.com/watch?v=fwv_jKHGOZ8</a> </div>
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BIBLIOGRAFÍA: </div>
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Ojeda Martín M, Gómez Sancho M, Grau Abalo J, Marrero Martín M, Guerra Mesa A. La evaluación del impacto de programas de cuidados paliativos: un estudio de la calidad de vida en pacientes de un hospital universitario Psicología y Salud, Vol. 19, Núm. 1, enero-junio, 2009, pp. 5-20 Universidad Veracruzana<br />
México. Disponible en: http://redalyc.uaemex.mx/redalyc/pdf/291/29111983001.pdf<br />
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<br />Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com1tag:blogger.com,1999:blog-111253121417605355.post-50623323903171548012012-05-19T10:55:00.000-07:002012-05-27T14:09:27.828-07:00Prevención dela dependencia en las personas mayores<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiutid8lySFNv7X2aW8Ggbfzs3jhNmDLY53NB9O1NN1e8QQxNGgMyLszbCSWQu_xmWlHi7pXlme8jL4igkAJRxdudaRgI6hYuwfqvcckw2Jzdw9OJ7zarzIJxhsxf_VXGTf92PIHHnuSUf7/s1600/ANCIANOS.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="273" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEiutid8lySFNv7X2aW8Ggbfzs3jhNmDLY53NB9O1NN1e8QQxNGgMyLszbCSWQu_xmWlHi7pXlme8jL4igkAJRxdudaRgI6hYuwfqvcckw2Jzdw9OJ7zarzIJxhsxf_VXGTf92PIHHnuSUf7/s320/ANCIANOS.jpg" width="320" /></a><span style="font-family: 'Trebuchet MS', sans-serif;"><b>La dependencia</b>, depender de otra persona para realizar las actividades de la vida diaria, es la principal preocupación, causa de sufrimiento y de baja calidad de vida en las personas mayores. Su prevalencia aumenta con la edad y se relaciona con la presencia de enfermedad previa y estado de fragilidad del individuo. Se correlaciona con un aumento de morbilidad, mortalidad e institucionalización así como del consumo de recursos tanto sanitarios como sociales, todo lo cual conlleva un aumento del coste sanitario </span>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /><br />Es necesario aconsejar a las administraciones publicas sanitarias poner en marcha una serie de recomendaciones con el objetivo de mejorar en la estrategia de prevención de la dependencia de las personas mayores en el siglo XXI<br /><br /><b>El principal objetivo es la prevención de la dependencia</b> y puede lograrse a través de recomendaciones agrupados en tres categorías:</span><br />
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<li>Promoción de la salud y prevención de la enfermedad, con actividades preventivas especificas para personas mayores, incluida la prevención de síndromes geriátricos.</li>
<li>Prevención del deterioro funcional, con recomendaciones asistenciales aplicables a atención primaria y especializada.</li>
<li>Prevención de la iatrogenia: prescripción farmacológica, utilización inadecuada de medios diagnósticos y terapéuticos y asistencia sanitaria.</li>
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</span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">Centrándonos en los ancianos, si lo que verdaderamente pretendemos es prevenir la aparición de la enfermedad y la discapacidad, los esfuerzos preventivos deben comenzar precozmente en la vida. En las primeras etapas de la vida es cuando se inician muchas de las enfermedades que luego se harán crónicas y degenerativas, como la arterioesclerosis, el cáncer y otras, de forma que si mantenemos unos hábitos de vida saludables durante toda nuestra vida garantizamos una vejez sana.</span><br />
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<span style="font-family: 'Trebuchet MS', sans-serif;">- <u>Hábitos de vida saludable:</u></span><br />
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<li>Es importante dejar de fumar ya que el consumo de cigarrillos constituye uno de los principales riesgos para la vida del individuo y es la principal causa de enfermedades prematuras y prevenibles</li>
<li>El alcohol esta relacionado con la aparición de diferentes enfermedades como la cirrosis del hígado, o determinados tipos de cáncer e incluso la fractura de cadera en los ancianos. Por eso es aconsejable la disminución del consumo excesivo de alcohol</li>
<li>Los ancianos deberían idealmente realizar además 2-3 sesiones semanales de ejercicios de flexibilidad y fuerza/resistencia muscular para combatir los devastadores efectos del envejecimiento sobre el aparato locomotor, que les conduce a un mayor riesgo de caídas, incapacidad para el autocuidado y a la postración precoz.</li>
<li>Un problema común en el anciano lo constituyen los trastornos de la alimentación. Por lo tanto es importante promover hábitos alimenticios saludables para prevenir las enfermedades, tanto por exceso (obesidad) como por defecto (malnutrición). La dieta desempeña un papel importante en muchas enfermedades como la hipertension arterial o tensión alta, las enfermedades del corazón, ciertos tipos de cáncer, la obesidad, la diabetes o azúcar en la sangre, la osteoporosis o descalcificación de los huesos, etc.</li>
<li>Para finalizar, una de las medidas preventivas que han demostrado ser más eficaces son los programas de inmunización (vacunas). Fundamentalmente nos referimos a la vacuna antigripal, ya que entre las personas que tienen alto riesgo de tener complicaciones relacionadas con la gripe están precisamente los mayores de 65 años. Todos los paneles de expertos recomiendan la vacunación antigripal anual masiva en este grupo de personas como estrategia para reducir la incidencia de enfermedad y la mortalidad asociada a ésta</li>
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<b>Celebramos el aumento de la esperanza de vida en muchas regiones del mundo como uno de los mayores logros de la humanidad...</b></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;"><b>BIBLIOGRAFIA</b></span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Gomez pavon J, Martin Lesende I. Prevencion de la dependencia en las personas mayores.Elsevier. <span style="background-color: #f9fbfc; color: #2e2e2e; line-height: 20px; text-align: center;">July 2008; Pages 361.e1–361.e39</span></span></div>
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</div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com1tag:blogger.com,1999:blog-111253121417605355.post-66802427953417658042012-05-19T04:35:00.002-07:002012-05-19T04:35:52.688-07:001. Fragilidad en el anciano<br />
<span style="font-family: 'Trebuchet MS', sans-serif;"> <u>El envejecimiento poblacional</u>, situación que nunca antes había enfrentado la humanidad, origina necesidades económicas, sociales, y culturales con énfasis en las socio-sanitarias, para la promoción y mantenimiento del bienestar de las personas mayores.</span><br />
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<a href="http://matasanos.org/wp-content/uploads/2010/05/anciano3.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="200" src="http://matasanos.org/wp-content/uploads/2010/05/anciano3.jpg" width="176" /></a><span style="font-family: 'Trebuchet MS', sans-serif;"> <u>El adulto mayor</u>, en cualquier escenario, juega un importante papel en la creación y desarrollo de la familia, él requiere de una atención integral que le permita gozar de una óptima salud para el logro de una vida plena, e insertarse en las diferentes actividades de la sociedad, e incidir positivamente en el mantenimiento y equilibrio de ésta. De ahí la importancia de reconocer precozmente las alteraciones en las funciones vitales para la autonomía del adulto mayor; ya que evita la discapacidad temprana y prolonga la vida activa, todo lo cual se realiza mediante la escala geriátrica de evaluación funcional.</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"> </span><span style="font-family: 'Trebuchet MS', sans-serif;"> </span><span style="font-family: 'Trebuchet MS', sans-serif;">En la misma se detectan los <u>ancianos frágiles</u>, que son aquellos que tienen una </span><span style="font-family: 'Trebuchet MS', sans-serif;">disminución progresiva de la capacidad de reservas, con un aumento del riesgo de </span><span style="font-family: 'Trebuchet MS', sans-serif;">desarrollar deterioro funcional.</span><br />
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<span style="font-family: 'Trebuchet MS', sans-serif;"><b>Tipificación de ancianos:</b></span><br />
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<li><span style="font-family: 'Trebuchet MS', sans-serif;"><u>Ancianos sanos</u>: no presentan enfermedad ni alteración funcional, </span><span style="font-family: 'Trebuchet MS', sans-serif;">mental o social alguna. El seguimiento del estado de salud en este </span><span style="font-family: 'Trebuchet MS', sans-serif;">grupo recae en la Atención Primaria y las actividades y programas </span><span style="font-family: 'Trebuchet MS', sans-serif;">que establecen son fundamentalmente preventivos.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><u>Ancianos enfermos</u>: presentan alguna afección aguda o crónica </span><span style="font-family: 'Trebuchet MS', sans-serif;">pero sin problemas funcionales, mentales o sociales. Los pacientes </span><span style="font-family: 'Trebuchet MS', sans-serif;">son atendidos por los Equipos de Atención Primaria y por la Especializada cuando es preciso.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><u>El anciano frágil o de alto riesgo</u>: o</span><span style="font-family: 'Trebuchet MS', sans-serif;"> con patologías que tienden a la </span><span style="font-family: 'Trebuchet MS', sans-serif;">incapacidad, con deterioro funcional o mental; con problemas sociales: pobreza, soledad, incomunicación…, o factores demográfi</span><span style="font-family: 'Trebuchet MS', sans-serif;">cos como ser mujer y mayor de 80 años. La OMS considera todos </span><span style="font-family: 'Trebuchet MS', sans-serif;">estos factores como de riesgo de dependencia, de institucionalización y de muerte.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><u>Paciente geriátrico</u>: es aquel que cumple tres o más de los siguientes requisitos: tener más de 75 años; padecer una enferme</span><span style="font-family: 'Trebuchet MS', sans-serif;">d</span><span style="font-family: 'Trebuchet MS', sans-serif;">ad </span><span style="font-family: 'Trebuchet MS', sans-serif;">aguda o crónica que provoque incapacidad funcional; presentar </span><span style="font-family: 'Trebuchet MS', sans-serif;">pluripatologías y problemas psíquicos y/o sociales sobreañadidos.</span></li>
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<span style="font-family: 'Trebuchet MS', sans-serif;"><b>Identificar a los ancianos frágiles</b> es el paso previo para la realización de </span><span style="font-family: 'Trebuchet MS', sans-serif;">una valoración posterior más </span><span style="font-family: 'Trebuchet MS', sans-serif;">exhaustiva y deberá realizarse tanto en </span><span style="font-family: 'Trebuchet MS', sans-serif;">Atención Primaria como en el Hospital: aproximadamente el 30% de lo </span><span style="font-family: 'Trebuchet MS', sans-serif;">ancianos hospitalizados serán clasificados como frágiles, susceptibles de </span><span style="font-family: 'Trebuchet MS', sans-serif;">valoración y tratamiento geriátrico específico. En Atención Primaria, la </span><span style="font-family: 'Trebuchet MS', sans-serif;">detección del anciano frágil se realizará de forma universal utilizando</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">cuestionarios como el de Balber, y los podrán aplicar </span><span style="font-family: 'Trebuchet MS', sans-serif;">tanto los médicos como los enfermeros, o incluso los trabajadores sociales.</span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRAj2fffoE0HJkQoDQ-jHXAFDUa-daYf6y8QQV3tT1P3zIxz44kmtqOiyOCeUDVn5qPUqOVbluYsHhpIeAl537gIuq9UEk-gJ3fTc4bLin_AIdYkF96bmMgJZjrrK2jqJ9EpQtonV6qxN6/s1600/derokha.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="133" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgRAj2fffoE0HJkQoDQ-jHXAFDUa-daYf6y8QQV3tT1P3zIxz44kmtqOiyOCeUDVn5qPUqOVbluYsHhpIeAl537gIuq9UEk-gJ3fTc4bLin_AIdYkF96bmMgJZjrrK2jqJ9EpQtonV6qxN6/s200/derokha.jpg" width="200" /></a><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">Hay una serie de conclusiones que se han recogido tras realizar el estudio experimental. El objetivo de dicho estudio es elevar el nivel de conocimientos de los cuidados del anciano frágil mediante la aplicación de una estrategia de intervención educativa domiciliaria (entrevista individualizada). </span><br />
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<span style="font-family: 'Trebuchet MS', sans-serif;">• La alimentación adecuada del adulto frágil debe ser de 3 comidas al día. </span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">• El ejercicio físico posee múltiples beneficios</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">• La importancia de todas medidas preventivas para evitar las caídas. </span><br />
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<span style="font-family: 'Trebuchet MS', sans-serif;">Llevar lo que se conoce como unos “hábitos de vida saludables”, constituye sin duda la mejor forma de prevención posible a cualquier edad, incluidas las Personas Mayores.</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">Los campos de actuación más importantes al respecto son los relativos a</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">la actividad física, la dieta, consumo de tóxicos, los accidentes y las caídas.</span><br />
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BIBLIOGRAFIA:<br />
Mondéjar Barrios M, Haite Sifontes Pardo L, César Ceballo G. Fragilidad en el adulto mayor. Intervención educativa sobre los cuidados en el anciano. Mediciego 2010; 16(Supl. 2)<br />
<br />Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com1tag:blogger.com,1999:blog-111253121417605355.post-38843266145272551572012-05-18T10:15:00.000-07:002012-05-27T14:04:08.783-07:00Síndromes geriátricos: Las caidas<div>
<span style="font-family: 'Trebuchet MS', sans-serif;">El proceso de enfermar es muchas veces diferente en los mayores. Existen enfermedades que se presentan con síntomas propios, diferentes a los de otras edades. En este caso hablamos de los síndromes geriátricos<br />Las fracturas y la pérdida de calidad de vida son las principales consecuencias de las caídas de las personas mayores de 65 años, un problema ante el que la prevención es la mejor fórmula<br />Las caídas no saben de edades, pero la frecuencia y la gravedad de sus efectos crecen cuando la persona envejece. Así, cerca de la tercera parte de las mujeres mayores de 65 se caen cada año, mientras que el 6% sufre fracturas como resultado de la caída.<br />Estas caídas tienen múltiples consecuencias en los ancianos: desde traumatismos leves a fracturas importantes e, incluso, la muerte. De entre todas ellas, la fractura de cadera es una de las consecuencias más graves asociadas a las caídas.</span></div>
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwUAZvC5q1p3UouZjHPMIZ7dTJ82bXldQNTgiYCb88t0z7BvM7rw08Ff67zSbukDkCrrPP02zDYJuJa2imxtnTY5JvY3NBqHeBJUUaD_er6KT9yjFOJiN185P4WmWeXJ7zl_nD1tA3KjE/s1600/fractura.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="149" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEjwUAZvC5q1p3UouZjHPMIZ7dTJ82bXldQNTgiYCb88t0z7BvM7rw08Ff67zSbukDkCrrPP02zDYJuJa2imxtnTY5JvY3NBqHeBJUUaD_er6KT9yjFOJiN185P4WmWeXJ7zl_nD1tA3KjE/s200/fractura.jpg" width="200" /></a><b><span style="font-family: 'Trebuchet MS', sans-serif;">Las caídas pueden ser la primera señal de una enfermedad que aún no se ha detectado</span></b></div>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br />Más caidas + fragilidad: El principal problema es que aunque la mayoría de las fracturas no son graves y el paciente se recupera, estas personas que ya han soportado una caída se convierten en ancianos frágiles con riesgo de caerse en más ocasiones: si sufren más de tres caídas al año, su pronóstico empeora, y los datos indican que la tercera parte precisa hospitalización, ingresa en una residencia o fallece en el año siguiente. Las consecuencias, sin embargo, no se limitan al plano físico, ya que también pierden la confianza en sí mismos, restringen su actividad física para evitar caerse de nuevo y tienden al aislamiento social.</span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;"><br />FACTORES DE RIESGO: </span><br />
<ul><a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs0nCUyk_lye5XHE6oKzWt4QRgVCRDZKXdy6NkDczOcCM_A4o0as3ugv5AEZZt3WgoTsQG2zKrzdZh-Qjz55UXDVpvSOz-06BWE5kp3Bf21UDkzJrAtwtc7u_FcjLFqaAavSQAGd1UcUg/s1600/Caida.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="98" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEhs0nCUyk_lye5XHE6oKzWt4QRgVCRDZKXdy6NkDczOcCM_A4o0as3ugv5AEZZt3WgoTsQG2zKrzdZh-Qjz55UXDVpvSOz-06BWE5kp3Bf21UDkzJrAtwtc7u_FcjLFqaAavSQAGd1UcUg/s200/Caida.jpg" width="200" /></a>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><b>Factores intrínsecos:</b> De todos estos factores destaca la osteoporosis, (pérdida de densidad mineral ósea). Es conveniente que las personas con riesgo de sufrir osteoporosis se sometan a una densitometría ósea, una exploración para determinar el estado de sus huesos, y, si es necesario, comiencen un tratamiento farmacológico para frenarla.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><b>Factores extrínsecos</b>: Una iluminación deficiente, sillas demasiado bajas, alfombras sueltas o la presencia de barreras arquitectónicas y obstáculos tanto en el domicilio como en la vía pública son algunos de los factores externos que más influyen en el riesgo de caídas. </span>
</li>
</ul>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span></div>
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;">Cuando se unen a los intrínsecos, las probabilidades de que se produzca una caída accidental se multiplican. Hay que identificarlos bien para poder contrarrestarlos de manera adecuada<br /><br /><br />FACTORES PROTECTORES:</span><br />
<ul><span style="font-family: 'Trebuchet MS', sans-serif;"><a href="http://ntic.uson.mx/wikiseguridad/images/0/0a/Ancianos.gif" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" src="http://ntic.uson.mx/wikiseguridad/images/0/0a/Ancianos.gif" /></a>
<li><b>Vivir Acompañado </b></li>
<li><b>Llevar gafas o Lentes</b>: Se trata de un factor que mejora la agudeza visual y permite ver bien los obstáculos y el mobiliario. </li>
<li><b>Alimentación Sana:</b> Reforzada con calcio y vitamina D, cuando el médico lo considere necesario, una alimentación sana es crucial para mantener los huesos en buen estado y protegerlos de la osteoporosis, sobre todo en las mujeres. La guía de la SEGG recomienda el aporte de 800 unidades de vitamina D al día y de 1.500 miligramos de calcio diarios, que supone añadir 1 gramo de suplementos a la dieta diaria.
</li>
<li><b style="text-align: justify;">Ejercicio Físico
Regular:</b><span style="text-align: justify;"> Este aspecto mejora la flexibilidad, la capacidad de reacción y el
equilibrio.</span></li>
<li><b style="text-align: justify;">Fisioterapia:</b><span style="text-align: justify;"> En numerosas ocasiones, y aunque se
mantengan hábitos saludables como la práctica de ejercicio físico y una
alimentación sana, evitar totalmente el riesgo de caídas es muy difícil, aunque
es posible paliarlo. La fisioterapia podría disminuir el impacto y secuelas de
caídas que se hayan producido. Las técnicas de fisioterapia pueden mejorar tanto
la marcha de las personas afectadas como el equilibrio y su capacidad de
mantenerse en bipedestación.</span></li>
</span></ul>
</div>
<div>
<br />
Por último vamos a ofrecerles, una serie de consejos para el anciano y los cuidadores:<br />
<a href="http://www.youtube.com/watch?v=7xoDS9IXbMg">http://www.youtube.com/watch?v=7xoDS9IXbMg</a><br />
<br />
BIBLIOGRAFIA:<br />
Lama Valdivia J.Sindromes geriatricos. Caracteristicas de presentacion de las enfermedades en el adulto mayor.Simposio. 2003; volumen 42 nº2. Disponible en: <a href="http://www.fihu-diagnostico.org.pe/revista/numeros/2003/marabr03/47-48.html">http://www.fihu-diagnostico.org.pe/revista/numeros/2003/marabr03/47-48.html</a><br />
<br />
<span style="font-size: 10pt;"> </span></div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com1tag:blogger.com,1999:blog-111253121417605355.post-13239359763585084542012-05-17T10:48:00.004-07:002012-05-27T14:23:33.268-07:00Afectación de la calidad de vida relacionada con la salud en mujeres con Incontinencia Urinaria Mixta<span style="font-family: 'Trebuchet MS', sans-serif;"></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">La incontinencia urinaria (IU) se define como la pérdida involuntaria de orina objetivamente demostrable que origina un problema social o higiénico. Incluye, por tanto, en su propia definición la necesaria afectación de la calidad de vida relacionada con la salud (CVRS) y por ello este aspecto ha sido a menudo estudiado en las personas que la padecen. Es una patología muy prevalente en nuestro país: se estima que padecen IU entre el 25 y el 45% de las mujeres y entre el 7 y el 11% de los varones, mayores de 20 años. A pesar de que la incontinencia no implica un pronóstico de gravedad, limita la autonomía, reduce la autoestima y deteriora sensiblemente la CVRS.La “International Continence Society” (ICS), en su documento sobre estandarización de terminología, establece las definiciones de los diferentes tipos de IU. La IU Mixta (IUM) es definida como la molestia derivada de la pérdida involuntaria de orina asociada a urgencia y también a esfuerzo.</span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><b><br /></b></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"><b>CLASIFICACIÓN</b></span><a href="http://dietasanaynutricion.com/wp-content/uploads/2010/10/incontinenciaurinaria1.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: 'Trebuchet MS', sans-serif;"><img border="0" height="192" src="http://dietasanaynutricion.com/wp-content/uploads/2010/10/incontinenciaurinaria1.jpg" width="200" /></span></a><br />
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><b>1 -</b><b>Incontinencia Urinaria Aguda</b>: Tiene un inicio brusco y en relación con una enfermedad aguda. Remite o mejora con tratamiento.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><b>2 - Incontinencia Urinaria de esfuerzo</b></span><span style="font-family: 'Trebuchet MS', sans-serif;">: Coincide con el aumento de la presión dentro del abdomen ( tos, risa, ejercicio). Se produce por la debilidad de los músculos del suelo pélvico o por disminución del tono del esfínter de la uretra.Prácticamente no existe en los hombres. A continuación, un video informativo sobre la IU de esfuerzo.</span></li>
</ul>
<div>
<a href="http://www.youtube.com/watch?v=Xs-EiB3EhNI&feature=related">http://www.youtube.com/watch?v=Xs-EiB3EhNI&feature=related</a>
</div>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><b>3 - Incontinencia Urinaria de urgencia:</b></span><span style="font-family: 'Trebuchet MS', sans-serif;"> El anciano es incapaz de contener la micción a partir de tener el deseo y no le da tiempo a llegar al baño. Causas: Demencias, ACV, parkinson, tumor cerebral o idiopática.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><b>4 - Incontinencia Urinaria por rebosamiento</b></span><span style="font-family: 'Trebuchet MS', sans-serif;">: Es la pérdida involuntaria de orina asociada con una vejiga sobredistendida. Es muy frecuente en los hombres. Ocurre cuando la vejiga no se vacía completamente por una obstrucción a la salida de orina. Es causada por enfermedades de la próstata y bolos fecales.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;"><b>5 - Incontinencia Urinaria funcional: </b></span><span style="font-family: 'Trebuchet MS', sans-serif;">En estos casos el anciano, por razones físicas, ambientales o patológicas no va al baño y por lo tanto se produce la incontinencia. Puede ser debido al encamamiento, depresión, barreras arquitectónicas y ceguera.</span></li>
</ul>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><b>Medidas básicas:</b></span><br />
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Se debe intentar ayudar al anciano a establecer un horario regular de micciones. Ejemplo: al levantarse, antes o después de las comidas o bebidas, cada 3 horas a la noche, etc.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Si no fuese posible provocar un hábito miccional, el cuidador acompañará al baño cada 2 horas al paciente o le ofrecerá el orinal en un lapso similar durante la noche.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Controlar que el paciente pueda acceder rápidamente al baño, desde su cama, que existan luces de noche, timbres o llamadores en la cabecera de la cama y elementos de seguridad (barandas) en los costados de los inodoros. También es útil que la ropa de noche se pueda quitar fácilmente.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">La redistribución del total de líquidos diarios corresponde que sea ordenada por el médico, sin embargo se debe saber que el anciano no debe ingerir menos de 2,5 litros en 24 horas promedio, variando en invierno o en verano de acuerdo a las condiciones climáticas.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Un buen aporte durante la mañana y primeras horas de la tarde con una disminución acentuada durante la noche, permite controlar mejor la incontinencia nocturna.</span></li>
</ul>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><b>Medidas específicas:</b></span><span style="font-family: 'Trebuchet MS', sans-serif;">· Incontinencia urinaria de esfuerzo:</span><br />
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Ejercicios del suelo pélvico (hacer el esfuerzo como para contener la orina y la materia fecal en forma programada varias veces al día).</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Sistemática de la continencia.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Medicamentos.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Cirugía de prolapsos.</span></li>
</ul>
<span style="font-family: 'Trebuchet MS', sans-serif;">· Incontinencia urinaria de urgencia:</span><br />
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Sistemática de la incontinencia.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Micciones programadas.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Ejercicios pélvicos.</span></li>
</ul>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Fármacos.</span></li>
</ul>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">En referencia al artículo, determinamos que la afectación de la CVRS por la presencia del síntoma de IU de Urgencia es valorado por las pacientes como mayor que por el síntoma de IU de Esfuerzo, estando ambos síntomas asociados a mayores puntuaciones en el KHQ (peor CVRS) cuanto mayor sea el grado de afectación. En conclusión los resultados presentados confirman el considerable deterioro que la IU Mixta produce en la calidad de vida relacionada con la salud de la mujer que la padece, estando este impacto asociado, en más del doble de intensidad, a la presencia de síntomas de IU de Urgencia que de IU de Esfuerzo. Resolver o aliviar los síntomas de IU de Urgencia en este grupo de mujeres, permitiría lograr una sustancial mejoría en su calidad de vida.</span><br />
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span></div>
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;">Ejercicios de Kegel:</span></div>
<div>
<br />
BIBLIOGRAFÍA<br />
Arañó P, Rebollo P, Segura Alsina DG. Afectación de la calidad de vida relacionada con la salud en<br />
mujeres con Incontinencia Urinaria Mixta. Actas urológicas españolas. 2009;33(4):410-415. Disponible en: <a href="http://scielo.isciii.es/pdf/aue/v33n4/v33n4a11.pdf">http://scielo.isciii.es/pdf/aue/v33n4/v33n4a11.pdf</a>
</div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com1tag:blogger.com,1999:blog-111253121417605355.post-19820649757914168982012-05-16T10:53:00.000-07:002012-05-27T14:06:50.065-07:00Atención primaria en ancianos<br />
<span style="font-family: 'Trebuchet MS', sans-serif;">El envejecimiento de la población mundial conlleva un aumento del consumo de los recursos sanitarios convirtiendo al paciente anciano en el principal ocupante de camas hospitalarias, el que genera mayor mortalidad, estancias más prolongadas y mayor número de reingresos. También es el que acude con mayor frecuencia al médico de atención primaria (AP) y el primer y más numeroso consumidor de fármacos. Todo ello supone un aumento en la demanda asistencial en los diferentes servicios de AP (atención domiciliaria, servicios de urgencias en AP [SUAP] y centros de atención continuada [CAC]).
</span><br />
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span></div>
<div>
<div>
<a href="http://1.bp.blogspot.com/_-_Cz6o_L2xI/TJQD66PP2SI/AAAAAAAABBs/KRutyIVFBrc/s1600/anciano.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="150" src="http://1.bp.blogspot.com/_-_Cz6o_L2xI/TJQD66PP2SI/AAAAAAAABBs/KRutyIVFBrc/s200/anciano.jpg" width="200" /></a><span style="font-family: 'Trebuchet MS', sans-serif;">En nuestro Sistema Nacional de Salud, el centro de AP (CAP), o centro de salud, indistintamente, es el lugar desde donde se desarrollan las actividades de promoción, prevención, curación y rehabilitación de la salud, a nivel individual y poblacional, de forma coordinada, integrada y continuada <br />Las enfermedades crónicas que padece un paciente aumentan con la edad, existiendo una asociación significativa entre múltiples enfermedades crónicas y admisiones en urgencias en los pacientes ancianos.</span>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /><br />Para ofrecer el servicio necesario, se debe aumentar la autosuficiencia de los centros de AP, aumentar su capacidad resolutiva, así como mejorar la gestión de los recursos humanos de acuerdo con las necesidades de cada momento.</span><br />
<div class="separator" style="clear: both; text-align: center;">
<a href="http://i.anuxi.pe/i-a/6ZGx-2.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: 'Trebuchet MS', sans-serif;"><img border="0" height="136" src="http://i.anuxi.pe/i-a/6ZGx-2.jpg" width="200" /></span></a></div>
<ul>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">El domicilio es el primer lugar donde puede surgir un problema de salud urgente en un paciente anciano. Los pacientes ancianos incluidos en los programas de atención domiciliaria son aquellos que no pueden desplazarse a su centro de salud por presentar limitaciones físicas que impiden dicho desplazamiento.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">La continuidad asistencial es para el paciente anciano el elemento fundamental de control clínico. Programas encaminados a garantizar dicha continuidad repercuten en un menor uso de las urgencias hospitalarias.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">los servicios de urgencia de atención primaria ofrecen una asistencia excelente y están dotados de profesionales y medios adecuados para atender la mayor parte de las urgencias medicas que se presentan habitualmente.</span></li>
</ul>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br />A nuestro juicio, cualquier estrategia encaminada a la coordinación entre servicios asistenciales con el objetivo de mejorar la continuidad asistencial será un elemento clave para el buen seguimiento clínico del paciente anciano. </span></div>
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">BIBLIOGRAFIA:</span></div>
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;">
</span><br />
<br />
<li style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; color: #2e2e2e; display: inline; line-height: 20px; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><span style="font-family: 'Trebuchet MS', sans-serif;">Díez-Cascón González p, </span></li>
<span style="font-family: 'Trebuchet MS', sans-serif;">
<li style="border-bottom-width: 0px; border-color: initial; border-image: initial; border-left-width: 0px; border-right-width: 0px; border-style: initial; border-top-width: 0px; display: inline; margin-bottom: 0px; margin-left: 0px; margin-right: 0px; margin-top: 0px; padding-bottom: 0px; padding-left: 0px; padding-right: 0px; padding-top: 0px; vertical-align: baseline;"><span style="color: #2e2e2e;"><span style="line-height: 20px;">Sisó Almirall A. Atención urgente al paciente anciano en atención primaria.Elsevier.</span></span></li>
</span></div>
<span style="background-color: #f9fbfc; color: #2e2e2e; line-height: 20px; text-align: center;"><span style="font-family: 'Trebuchet MS', sans-serif;">June 2009: Pages 3–9</span></span></div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com1tag:blogger.com,1999:blog-111253121417605355.post-79468380578975814522012-05-11T05:02:00.000-07:002012-05-27T14:08:56.556-07:00Teoria del envejecimiento: Los radicales libres<br />
<span style="font-family: 'Trebuchet MS', sans-serif;"> <b>Durante la respiración celular</b> se producen continuamente especies reactivas derivadas del oxígeno como el radical superóxido, elperóxido de hidrógeno o el radical hidroxilo (reactive oxygen species, ROS). Estas substancias atacan continuamente a todos los tipos de macromoléculas biológicas. Aunque la producción de ROS puede aumentar mucho en varias situaciones patológicas, en el individuo sano hay una producción celular baja pero continua de ROS. La mayor parte de dicha producción procede de la cadena respiratoria mitocondrial. La idea de que los radicales libres de origen mitocondrial son una de las principales causas del envejecimiento tiene cada vez más apoyos en la literatura científica. Cualquier teoría del envejecimiento debe ser capaz de explicar tres de sus características principales: es progresivo, universal y endógeno.</span><br />
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<div>
<img src="http://retina.umh.es/docencia/confsvivos/temas/envejecimiento/esquema.jpg" /> </div>
<div>
<br />
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;"><b> El carácter progresivo del envejecimiento</b> significa que ocurre a lo largo de toda la vida del individuo, tanto joven como viejo, con una intensidad más o menos constante. Además, todos los individuos envejecen, y lo mismo puede decirse de prácticamente todas las especies animales multicelulares, especialmente de aquellas que, como la humana, dejan de crecer al alcanzar el desarrollo adulto. Por último, el origen del envejecimiento es interno, lo que explica que el envejecimiento continúe aunque se proteja al individuo de toda fuente de daño procedente del medio ambiente. Este carácter endógeno también explica porqué las distintas especies animales envejecen a velocidades enormemente diferentes aunque vivan en el mismo ambiente. Los factores externos no pueden ser causa del proceso intrínseco del envejecimiento. Esto significa que la velocidad del envejecimiento de cada especie animal, y por tanto su longevidad máxima, está determinada fundamentalmente por sus genes, no por el medio ambiente. La teoría del envejecimiento por radicales libres de origen mitocondrial encaja con esas tres características del envejecimiento, ya que las mitocondrias son una fuente endógena de radicales libres,y todas las células de los órganos vitales producen ROS de forma continua en sus mitocondrias.</span></div>
<div>
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<div style="text-align: center;">
<span style="font-family: 'Trebuchet MS', sans-serif;"><img height="270" src="http://www.sistacoat.es/pulsa/img/teoriaOxidacionInflamacion.jpg" width="400" /> </span></div>
<span style="font-family: 'Trebuchet MS', sans-serif;">
<div style="text-align: center;">
<br /></div>
</span><span style="font-family: 'Trebuchet MS', sans-serif;">En definitiva, la información disponible sugiere que la relación entre el estrés oxidativo y la longevidad animal se debe en gran medida a la menor producción mitocondrial de radicales de oxígeno de las especies longevas. Esto se complementa con una menor sensibilidad a la peroxidación lipídica en los animales longevos, debida al menor grado de insaturación de los ácidos grasos de sus membranas celulares. Es llamativo que la producción mitocondrial de ROS y el daño oxidativo al ADN mitocondrial estén disminuidos tanto en los animales longevos como en los restringidos. Esto sugiere que la disminución de la intensidad de generación de radicales de oxígeno, es un mecanismo evolutivo muy conservado que se utiliza para disminur la velocidad del envejecimiento y para aumentar la longevidad máxima.</span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">BIBLIOGRAFIA</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">Barja G. Radicales libres de origen mitocondrial y longevidad. Analesranf. 2005; vol. 71</span><br />
<br /></div>
</div>
</div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com3tag:blogger.com,1999:blog-111253121417605355.post-39814842503094332512012-05-06T02:50:00.000-07:002012-05-27T14:08:14.627-07:00Rehabilitación funcional en el anciano<span style="font-family: 'Trebuchet MS', sans-serif;"> El artículo trata sobre los trastornos de la movilidad y las modalidades terapéuticas que ayudan a los ancianos en el proceso de rehabilitación, con especial énfasis en los beneficios que les reportan los ejercicios físicos y en la función del fisioterapeuta para lograr y mantener la mayor independencia posible en estos pacientes.</span><br />
<div>
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<a href="http://archivo.lavozdeasturias.es/fotos/334505_2.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="http://archivo.lavozdeasturias.es/fotos/334505_2.jpg" width="178" /></a><span style="font-family: 'Trebuchet MS', sans-serif;"><b> </b></span><b style="font-family: 'Trebuchet MS', sans-serif;"> La inmovilidad</b><span style="font-family: 'Trebuchet MS', sans-serif;"> es una entidad sindromática que deteriora de manera significativa la calidad de vida de los adultos mayores. Obedece a diversas etiologías y cursa con síntomas y signos asociados a la disminución de la capacidad motriz del adulto mayor. Estas alteraciones darán a su vez cuenta de otras patologías que continuarán con el deterioro de la calidad de vida del paciente, es por esto que dicha condición debe ser siempre estudiada a fin de hallar etiologías y factores corregibles y asimismo debe ser tratada como un problema médico relevante en la atención del paciente mayor.</span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;">Hay que tener en cuenta, que se pueden diferenciar, varios tipos de inmovilidad:</span></div>
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<li><span style="font-family: 'Trebuchet MS', sans-serif;">Inmovilidad relativa, en la que el anciano lleva una vida sedentaria pero es capaz de movilizarse mínimamente.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Inmovilidad absoluta, que implica el encamamiento o vida cama-sillón, con limitados cambios posturales.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Inmovilidad aguda, por un proceso agudo, con un declinar funcional precoz y que se asocia a una elevada mortalidad, siendo de un 30% en los primeros 3 meses y de un 58% al año. Convirtiéndose en una urgencia médica.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Inmovilidad crónica, comprende lesionados medulares, amputados, etc. que llegan a la vejez, constituye un caso especial por la mayor dificultad para valorar sus posibles movimientos compensatorios.</span></li>
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<span style="font-family: 'Trebuchet MS', sans-serif;"><b><br />Complicaciones del reposo prolongado en cama</b><br /> Las consecuencias de la inmovilidad son graves y numerosas. No se debe aconsejar el reposo en cama como un plan terapéutico para los ancianos, salvo casos inevitables o excepcionales, pues esto entraña efectos físicos, psicológicos y sociales adversos, tales como:</span><br />
<ol>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Alteración del metabolismo.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Trastorno psicológico de tipo depresión y desarrollo de delirio.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Alteraciones musculoesquelética, que incluyen fatigas, contracturas, atrofia muscular y disminución de la densidad ósea.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Complicaciones cardiopulmonares, pues como consecuencia del encamamiento prolongado se produce una alteración de los reflejos vasculares y una disminución del volumen plasmático, todo lo cual predispone a la hipotensión postural. Es bien conocida la aparición de tromboflebitis, tromboembolismo pulmonar, atelectasias y neumonías después de aspiración.</span></li>
<li><span style="font-family: 'Trebuchet MS', sans-serif;">Consecuencias gastrointestinales y genitourinarias, tales como: estreñimiento, impactación fecal, incontinencia urinaria o fecal e infección urinaria.</span></li>
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<span style="font-family: 'Trebuchet MS', sans-serif;"><br /> Un problema de gran interés para la rehabilitación del anciano es la prevención de las caídas, por lo cual resulta importante analizar las causas que originan estas en el hogar y sus consecuencias.<br /> La rehabilitación geriátrica es el conjunto de actividades sociales encaminadas a buscar la mejor incorporación del anciano a la macrosociedad y microsociedad. Es un esfuerzo cotidiano integrado por un equipo multidisciplinario para devolverle un mejor estado funcional y socioambiental que les ayude a mantener o maximizar la función cuando la recuperación total no es posible. <br /><br /><b>Objetivos de la rehabilitación del adulto mayor</b></span><br />
<ul><span style="font-family: 'Trebuchet MS', sans-serif;">
<li>Acrecentar el equilibrio biosocial.</li>
<li>Aumentar el grado de independencia en la actividad básica cotidiana, aminorar incapacidades y enseñar cómo utilizar capacidades residuales.</li>
<li>Incrementar la movilidad articular y la fuerza muscular.</li>
<li>Disminuir los sentimientos de minusvalía.</li>
<li>Aliviar los dolores del sistema osteomioarticular.</li>
<li>Mejorar la calidad de vida.</li>
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</span><span style="font-family: 'Trebuchet MS', sans-serif;">Resulta difícil definir con precisión el concepto de envejecimiento, pues se trata de un proceso que se inicia con el nacimiento y es de naturaleza multifactorial. Los ancianos pierden vitalidad, lo cual les torna cada vez más vulnerables ante cualquier agresión, que puede provocarles incluso la muerte.</span></div>
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<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><b>Tratamiento para el anciano con alteración de la movilidad </b><br /> Una vez conocido el grado de capacidad existente, se propondrán en función de ella objetivos realizables a través del tratamiento. La fisioterapia debe ser dirigida a aliviar el dolor, aumentar la fuerza y coordinación muscular, mantener y mejorar la amplitud articular, así como también a evaluar y mejorar la marcha y la estabilidad.<br /> La terapia ocupacional persigue mantener la capacidad funcional en las actividades de la vida diaria, mediante la utilización de ayudas y adaptaciones en el propio hogar.</span><span style="font-family: 'Trebuchet MS', sans-serif;"><b><br /></b></span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"><b>Modalidades terapéuticas</b></span><br />
<ul><span style="font-family: 'Trebuchet MS', sans-serif;"><a href="http://1.bp.blogspot.com/-0bHdG-MHAfA/Ttk2teNEphI/AAAAAAAAAZ8/Ta1xdigmcDs/s1600/fisioterapia.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="http://1.bp.blogspot.com/-0bHdG-MHAfA/Ttk2teNEphI/AAAAAAAAAZ8/Ta1xdigmcDs/s200/fisioterapia.jpg" width="200" /></a>
<li> Agentes físicos: calor local, electroterapia, hidroterapia, parafina, campo magnético, diatermia, laserterapia, etc.</li>
<li>Acupuntura</li>
<li>Cinesoterapia: (ejercicio físico)</li>
<li>Masoterapia: Automasaje y masajes gentiles, cuidando de la piel muy sensible. Su efecto es terapéutico desde los puntos de vista físico, mental y espiritual.</li>
<li>Terapia ocupacional: Importante para conservar activa la función social y familiar, así como los hábitos e independencia de las actividades básicas de la vida diaria </li>
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BIBLIOGRAFÍA<br />
<span style="font-family: 'Trebuchet MS', sans-serif; font-size: x-small;"><span style="background-color: white; line-height: 18px; text-align: justify;">Rodríguez Díaz O. </span><span style="text-align: justify;">Rehabilitación funcional del anciano [sede web]. Santiago de Cuba: Medisan. 2009. v.13 n.5.</span></span><br />
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</div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com0tag:blogger.com,1999:blog-111253121417605355.post-43774951997636203762012-05-01T12:42:00.000-07:002012-05-27T14:29:47.608-07:00Proceso de atención de enfermería en paciente geriátrico<br /> El profesional de Enfermería necesita de un apoyo científico en la forma de proceder, con el paso de los tiempos ha venido trabajando para poder lograrlo. El Proceso de Enfermería es un método que guía las acciones de Enfermería, es una serie de actuaciones o medidas planificadas con el fin de obtener un resultado o cumplir un objetivo, por lo cual se dice que el es un método sistemático y racional de planificación y de prestación de los cuidados de Enfermería individualizada.<br /><br /> El papel de enfermería en este grupo de la población tiene especial importancia, y entre sus objetivos primordiales es prestar los cuidados idóneos en los principales problemas geriátricos evitando las posibles complicaciones.<br /><br /> Mientras más envejezca nuestra población, más importancia y conciencia deberemos hacer para entender y manejar los cuidados terminales hacia el final de nuestros días. Por lo anterior, se justifica la realización del presente trabajo, a fin de realizar acciones encaminadas a mejorar la calidad de vida de un adulto mayor.<br /><br /> El objetivo del proceso de enfermero es proporcionar un sistema dentro del cual se puedan cubrir las necesidades individuales del cliente, de la familia y de la comunidad.<br /><br />Se organiza en cinco fases<ol>
<li>Valoración </li>
<li>Diagnóstico </li>
<li>Planificación </li>
<li>Ejecución </li>
<li>Evaluación</li>
</ol>
<br />Los beneficios del proceso enfermero son:<br /> <br /><ul>
<li>Agilizar el diagnóstico y tratamiento de los problemas de salud reales y potenciales. </li>
<li>Desarolla un plan eficaz y eficiente, tanto en términos de sufrimiento humano como de gasto económico. </li>
<li>Evita que se pierda de vista el factor humano. </li>
<li>Promueve la flexibilidad y el pensamiento independiente. </li>
<li>Adapta las intervenciones al individuo (no únicamente a la enfermedad) </li>
</ul>
<br />BIBLIOGRAFÍA<div>
Ledesma Ramirez, P. Proceso de enfermería aplicado en un paciente geriátrico, en base a la teoría de Virginia Henderson. Disponible en: <div>
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<a href="http://bibliotecavirtual.dgb.umich.mx:8083/jspui/bitstream/123456789/3130/1/PROCESOENENFERMERIAAPLICADOAUNPACIENTEGERIATRICOENBASEALATEO.pdf">http://bibliotecavirtual.dgb.umich.mx:8083/jspui/bitstream/123456789/3130/1/PROCESOENENFERMERIAAPLICADOAUNPACIENTEGERIATRICOENBASEALATEO.pdf</a> <br /><br /><br /><br /><br /><br /></div>
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</div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com0tag:blogger.com,1999:blog-111253121417605355.post-2912705625981958342012-04-30T12:28:00.000-07:002012-05-27T14:09:51.861-07:00Deterioro cognitivo y demencias<div class="separator" style="clear: both; text-align: center;">
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<a href="http://bligoo.com/media/users/0/43070/images/public/18474/demencia_senil.jpg?v=1254288967718" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="238" src="http://bligoo.com/media/users/0/43070/images/public/18474/demencia_senil.jpg?v=1254288967718" width="320" /></a><span style="font-family: 'Trebuchet MS', sans-serif;">Los síntomas psicológicos y conductuales de la demencia (SPCD) son un conjunto heterogéneo de reacciones psicológicas, síntomas psiquiátricos y comportamientos anómalos debidos a la presencia de demencia. Se consideran SPCD la apatía, las alucinaciones, la agitación, la depresión, la ansiedad, la euforia, la irritabilidad, la desinhibición, los delirios, las conductas aberrantes o anómalas, los trastornos del sueño y las alteraciones de la conducta alimentaria.</span><span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;"><br />La importancia de los SPCD radica en que se asocian a mayor mortalidad, peor pronóstico, mayor institucionalización, mayor carga del cuidador y mayor consumo de recursos sanitarios y fármacos, originando en numerosas ocasiones más problemas que los propios déficits cognitivos</span> <span style="font-family: 'Trebuchet MS', sans-serif;"><br />Se ha descrito que estos síntomas son muy frecuentes en pacientes con enfermedad de Alzheimer (EA), incluso en fases leves antecediendo a los propios síntomas cognitivos, y son también comunes en pacientes con deterioro cognitivo leve (DCL) o con cognición normal. Estudios en diferentes países y en diferentes ámbitos han encontrado una prevalencia entre el 35 y el 75% en pacientes con DCL<a href="http://www.sciencedirect.com/science/article/pii/S0211139X09001322#bib6"> </a>y entre el 49 y el 89% en pacientes con demencia.</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"><br />Uno de los principales problemas ante los que se enfrenta el especialista en las clínicas de memoria es la dificultad para diferenciar entre el DCL y la EA. Esta diferenciación es muy relevante porque determina la instauración de tratamientos, la toma de decisiones sobre el paciente y la provisión de recursos sanitarios y sociales. Actualmente, el diagnóstico de la EA y del DCL se basa en criterios clínicos apoyados por la anamnesis, la exploración física y neurológica, la valoración funcional, los estudios analíticos y de neuroimagen, y por la valoración neuropsicológica. Sin embargo, y a pesar de la frecuente presencia de SPCD como se ha descrito, existen escasos estudios en los que se ha analizado su utilidad a la hora de diferenciar entre pacientes con EA y DC.<br /><br />Según es el estudio de referencia sesenta y siete pacientes con DCL (74,4%) y 82 con EA (92,1%) presentaron algún SPCD siendo los más prevalentes la depresión y la apatía en ambos grupos</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"><br /></span><span style="font-family: 'Trebuchet MS', sans-serif;">ALZHEIMER: La enfermedad de Alzheimer es una enfermedad irreversible y progresiva del cerebro que lentamente destruye la memoria y las aptitudes del pensamiento, y con el tiempo, hasta la capacidad de llevar a cabo las tareas más simples. En la mayoría de las personas afectadas con esta enfermedad, los síntomas aparecen por primera vez después de los 60 años de edad.El Alzheimer es la causa más común de demencia en las personas mayores. La demencia es la pérdida del funcionamiento cognitivo, o sea, pensar, recordar y razonar, a tal grado que interfiere con la vida y las actividades diarias de una persona.</span>
<a href="http://www.kenzensalut.com/upload/image/alzheimers-disease3.jpg" imageanchor="1"><img border="0" height="165" src="http://www.kenzensalut.com/upload/image/alzheimers-disease3.jpg" style="cursor: move;" width="200" /></a><br />
<span style="font-family: 'Trebuchet MS', sans-serif;"><br />DETERIORO COGNITIVO LEVE: Algunos olvidos pueden ser parte normal del envejecimiento. Sin embargo, algunas personas tienen más problemas de memoria que otras de su misma edad. Esta es una condición llamada deterioro cognitivo leve. La gente con deterioro cognitivo leve puede cuidarse a sí misma y puede desarrollar sus actividades normalmente. El DCL puede ser una señal temprana de Alzheimer.</span><br />
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BIBLIOGRAFÍA:<br />
<span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 13px;">Abizanda P, López-Jiménez E, López-Ramos B, Romero L, </span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 13px;">Sánchez-Jurado P, León M, Martín-Sebastiá M, Paterna G, Martínez-Sánchez E. </span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 13px;">Síntomas psicológicos y conductuales en deterioro cognitivo leve y enfermedad de Alzheimer. Elsevier. 2009; </span><span style="font-family: Verdana, Arial, Helvetica, sans-serif; font-size: 13px;">Volume 44, Issue 5, Pages 238-243</span></div>
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<br /></div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com0tag:blogger.com,1999:blog-111253121417605355.post-74601318323428844042012-04-30T10:13:00.000-07:002012-05-27T14:03:21.510-07:00La disfagia en el anciano<div class="separator" style="clear: both; text-align: center;">
<a href="http://www.citamedicaenlinea.com/uploads/seccion/image/NEUROLOGIA/Ancianos/nutricion%20en%20el%20anciano/pardeancianos2.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="http://www.citamedicaenlinea.com/uploads/seccion/image/NEUROLOGIA/Ancianos/nutricion%20en%20el%20anciano/pardeancianos2.jpg" width="200" /></a></div>
<span style="font-family: 'Trebuchet MS', sans-serif;">La disfagia en el anciano puede deberse a variedad de alteraciones, tanto estructurales como funcionales. Las primeras afectan a la anatomía de la deglución y obstaculizan el paso del bolo alimenticio. Las segundas, se consideran las más frecuentes, y se deben a alteraciones en la propulsión del bolo o a un enlentecimiento de reflejos orofaríngeos imprescindibles para la deglución. </span><br />
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVz2uodS0We-gHC330SScWypVPIAXJOOBvDnNezcRHAGOlyDy5fAVEP-zeE48tAaVC6Lb1bAPisPptPVzsZ_d-KNm6_dPH5gnR5jMeYmYgCk5nro-Wf6raMR6rAF1Q8my71EL0WIEdl1Y/s1600/presbifagia.jpg" imageanchor="1" style="clear: left; float: left; margin-bottom: 1em; margin-right: 1em;"><img border="0" height="200" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgVz2uodS0We-gHC330SScWypVPIAXJOOBvDnNezcRHAGOlyDy5fAVEP-zeE48tAaVC6Lb1bAPisPptPVzsZ_d-KNm6_dPH5gnR5jMeYmYgCk5nro-Wf6raMR6rAF1Q8my71EL0WIEdl1Y/s200/presbifagia.jpg" width="165" /></a><span style="font-family: 'Trebuchet MS', sans-serif;">Su fisiopatología está determinada por varios factores, entre ellos, el propio envejecimiento es la causa de un deterioro todavía poco conocido de la fisiología orofaríngea y también por una mayor prevalencia, en este grupo de edad, de enfermedades que generan disfagia.<br />La disfagia es uno de los síntomas que aparece en enfermedades neurológicas y neurodegenerativas que acontecen con más frecuencia en edades avanzadas. En este sentido, diferentes estudios muestran una prevalencia de disfagia entre el 28 y el 73% tras un accidente cerebrovascular (ACV), hasta del 84% en demencias y del 52% en enfermos de Parkinson.</span><span style="font-family: 'Trebuchet MS', sans-serif;"><br />La identificación precoz de la disfagia es un paso fundamental a la hora de prevenir complicaciones. Para ello es importante la detección de signos de alerta, la aplicación de métodos de exploración clínica de volúmenes y viscosidades (MECVV, o el empleo de técnicas instrumentales más específicas<br />La disfagia puede tener importantes repercusiones clínicas, comprometer la seguridad del enfermo causando atragantamientos, aspiraciones o infecciones respiratorias, y/o determinar que la alimentación resulte ineficaz para cubrir las necesidades nutricionales.<br /><br /><b>Medidas de actuación ante la disfagia:</b><br /> - Valoración del estado general y nutricional: <br />El grado y duración de la disfagia determina la magnitud de la pérdida nutricional. La alimentación inadecuada conlleva a una malnutrición protéico-calórica con adelgazamiento. La medida del peso corporal es un índice poco útil para la monitorización del adelgazamiento, ya que la hipoalbuminemia puede producir edemas que enmascaran la pérdida de peso. Por tanto, el grosor del pliegue cutáneo y el diámetro muscular del brazo indicarán la masa corporal grasa y magra respectivamente. <br /><br />Por todo esto, en casos de disfagia con un grado de desnutrición importante será necesaria la sueroterapia intravenosa pudiendo recurrirse a la alimentación entera a través de un tubo de fino calibre e incluso a la canalización de una vía venosa central para administración de nutrición parenteral. Cuando la disfagia es severa, incluso los líquidos pueden no ser ingeridos en cantidad suficiente produciendo deshidratación y uremia.<br /><br /><br /> Entre las medidas de actuación ante la disfagia se ha destacado el uso de una dieta específica, adaptando la presentación tanto de los alimentos sólidos, como de los líquidos. Se ha demostrado que un incremento de la viscosidad del bolo se relaciona con mayor seguridad en la disfagia orofaríngea. En dicho estudio, se comprobó que la dieta para disfagia instaurada en las residencias donde se realizó el estudio reunía las características recomendadas en la bibliografía en cuanto a equilibrio nutricional y homogeneidad de texturas, y también que se disponía de espesantes para adaptar los líquidos. Las estrategias nutricionales para la elaboración de una dieta para disfagia deben tener en cuenta: </span><br />
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<span style="font-family: 'Trebuchet MS', sans-serif;"> a) Preservar el equilibrio nutricional. </span><br />
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<a href="http://www.guiametabolica.org/sites/default/files/img_cons/papillas_01_x500.png" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><span style="font-family: 'Trebuchet MS', sans-serif;"><img border="0" height="138" src="http://www.guiametabolica.org/sites/default/files/img_cons/papillas_01_x500.png" width="200" /></span></a><span style="font-family: 'Trebuchet MS', sans-serif;"> b) Adaptar los alimentos sólidos y los líquidos a las posibilidades de deglución.<br /> c) Respetar las limitaciones derivadas de patologías concomitantes<br /> d) Complacer los gustos y preferencias del sujeto al quien va destinada<br /> <br />El MNA es una de las escalas más comúnmente utilizadas en la práctica clínica para identificar situaciones de riesgo nutricional en personas mayores <br /><br />La prevalencia de disfagia no conocida puede ser elevada en centros residenciales. La aplicación de un método clínico estandarizado y utilizado de manera sistemática como el MECV-V ayuda a diagnosticar este síndrome y, en consecuencia, puede repercutir en una reducción de sus complicaciones <br /><br /><br />BIBLIOGRAFÍA:<br />Ferrero López MI, García Gollarte JF, Botella Trelis JJ, Juan Vida O. Detección de disfagia en mayores institucionalizados. 20 January 2012. Disponible en: <a href="http://www.sciencedirect.com/science/article/pii/S0211139X11003167">http://www.sciencedirect.com/science/article/pii/S0211139X11003167</a></span><br />
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</div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com0tag:blogger.com,1999:blog-111253121417605355.post-80733992203082601112012-04-18T10:06:00.000-07:002012-05-27T14:02:50.247-07:00Prevalencia de síndromes geriátricos en mujeres de edad avanzada Una de las características del paciente geriátrico es la pluripatología, provocando al mismo tiempo una plurimedicación. La especifidad del paciente geriátrico como una persona con un conjunto de características específicas hace que muchas patologías se encuentren solapadas en un mismo individuo. Entre estas patologías podemos considerar que hay unos cuadros patológicos que aparecen con independencia de las patologías que lo ocasionan, pero que cursan con unas características similares en todos los ancianos. Son lo que denominamos Síndromes Geriátricos Específicos y que pueden afectar a cualquier paciente geriátrico con independencia de su patología y de sus particularidades.<br />
<a href="http://www.madrimasd.org/gestion2006/img/Noticias/UC3M---Interacciones.jpg" imageanchor="1" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="150" src="http://www.madrimasd.org/gestion2006/img/Noticias/UC3M---Interacciones.jpg" width="200" /></a>Conocer su prevalencia permite dar prioridad a actividades que, si bien no parecerían ser acciones o programas significativos, sí tienen alto impacto en la calidad de vida de las personas. El seguimiento de los diferentes síndromes geriátricos permite modificar o implantar nuevos programas para mejorar la comunidad, como han realizado en el caso estudiado en la residencia mater, parte de Techo Educación y Ayuda AC.<br />
Este apartado describe alguno de estos síndromes. Se han elegido expresamente patologías muy frecuentes que reúnen algunas características comunes: <br />
<ul>
<li>Las padecen enfermos mayores que acuden al médico en todos los niveles de atención sanitaria, desde el médico de cabecera hasta las residencias;</li>
<li>Conllevan un gran consumo de medicamentos y otros recursos sanitarios (como los suplementos nutricionales o los absorbentes de orina);</li>
<li>La formación de la mayoría de los médicos (con excepción de los geriatras) en ellas es, en general, muy escasa, lo que explica en muchas ocasiones el fracaso a la hora de resolverlas;</li>
<li>Su incidencia en la calidad de vida del afectado y sus cuidadores puede llegar a ser muy importante;</li>
<li>Existen en todas ellas posibilidades de realizar alguna actuación decisiva o efectiva, con intención curativa o paliativa.</li>
</ul>
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<a href="http://sites.google.com/site/laberto2/sindrome.jpg"><img border="0" height="303" src="http://sites.google.com/site/laberto2/sindrome.jpg" width="400" /></a><br />
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Los síndromes geriátricos son magníficamente definidos por Kane, en 1989, en su libro Essentials of Clinical Geriatrics como problemas geriátricos, permitiendo a través de una regla nemotécnica su memorización por medio de la regla de las «ies»:<br />
— Immobility: inmovilidad.<br />
— Instability: inestabilidad y caídas.<br />
— Incontinence: incontinencia urinaria y fecal.<br />
— Intellectual impairment: demencia y síndrome confusional agudo.<br />
— Infection: infecciones.<br />
— Inanition: desnutrición.<br />
— Impairment of vision and hearing: alteraciones en vista y oído.<br />
— Irritable colon: estreñimiento, impactación fecal.<br />
— Isolation (depression)/insomnio: depresión/insomnio.<br />
— Iatrogenesis: yatrogenia.<br />
— Inmune deficiency: inmunodeficiencias.<br />
— Impotence: impotencia o alteraciones sexuales.<br />
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Tras el estudio, se verificó que la prevalencia de síndromes geriátricos en nuestra población está determinada por el nivel socioeconómico, cultural y por la misma edad. El conocimiento de la frecuencia de los síndromes geriátricos permite desarrollar programas de educación, promoción de la salud, detección oportuna, programas de actividad física o intervenciones individuales que mejoran la calidad de vida de los adultos mayores. <br />
Las estructuras sanitarias actuales no tienen una óptima solución integral de sus problemas. Es preciso iniciar un proceso de renovaciones institucionales que contemplen en sus esquemas, tanto en formación como en asistencia, las peculiaridades de este colectivo en crecimiento en todo el mundo.</div>
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BIBLIOGRAFÍA:</div>
<div>
Martínez Gallardo L, d´Hyver de las Deses C. Prevalencia de síndromes geriátricos en una residencia de mujeres de edad . Med Int Mex 2011;27(1):23-28. Disponible en: http://www.medigraphic.com/pdfs/medintmex/mim-2011/mim111g.pdf </div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com0tag:blogger.com,1999:blog-111253121417605355.post-4034786286908910412012-04-14T10:03:00.000-07:002012-05-27T14:23:47.765-07:00Cuidados de enfermería en una población geriátrica con riesgo de úlceras por presiónLa vejez, es un momento que a todo el mundo nos llega. Con el paso de los años, se producen una serie de cambios fisiológicos que contribuyen a disminuir la movilidad. Las principales causas de inmovilidad en el adulto mayor son la falta de fuerza o debilidad, la rigidez, el dolor, alteraciones del equilibrio y problemas psicológicos. Generalmente a esa inmovilidad se añade la aparición de úlceras por presión por diferentes razones, lo cual se convierte en un problema de salud no porque sea alta su incidencia ni causa de muerte, sino porque afecta a la calidad de vida del paciente, cambia la dinámica familiar y requiere empleo de recursos humanos y económicos. Para evitar y/o prevenir la incidencia de estas úlceras es preciso tener en cuenta medidas profilácticas pero una vez que se presentan juegan un papel fundamental los cuidados de Enfermería. <br />
Se define la úlcera por presión como toda lesión de la piel producida cuando se ejerce una presión sobre un plano o prominencia ósea, provocando un bloqueo del riego sanguíneo a este nivel; como consecuencia de lo cual, se produce una degeneración rápida de los tejidos. <br />
Los factores que contribuyen a la producción de úlceras y que pueden agruparse en cinco grandes grupos son: factores fisiopatológicos, derivados del tratamiento, situacionales, del desarrollo y derivados del entorno. <br />
Para realizar la clasificación de las úlceras, se determina la gravedad de la rotura de la piel y la profundidad de la lesión; Úlcera tipo (I, II, III y IV).<br />
<div>
<br /></div>
<div>
<br />
<div style="text-align: center;">
<a href="http://medwebstudents2.files.wordpress.com/2008/02/19091.jpg" style="clear: right; float: right; margin-bottom: 1em; margin-left: 1em;"><img border="0" height="160" src="http://medwebstudents2.files.wordpress.com/2008/02/19091.jpg" width="200" /></a><b>La prevención es sin dudas la mejor opción posible de tratamiento. </b></div>
<div style="text-align: center;">
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Las medidas preventivas van dirigidas a lograr calidad en los cuidados de enfermería, velar por los factores de riesgo y realizar un examen de piel una vez al día, en especial de la piel que cubre las prominencias óseas.<br />
Es esencial la identificación de los factores de riesgo que puedan aparecer de forma aislada o en combinación. <br />
Una vez enmarcados los factores de riesgo tales como; movilidad, eliminar la presión, camios posturales frecuentes, no arrastrar al paciente, observar si existen zonas enrojecidas indicadoras de la disminución de la circulación y emplear colchón anti-escaras.<br />
Se deben entonces realizar los siguientes procedimientos; estimular la circulación sanguínea, cuidados de la piel y cuidados generales. </div>
<div>
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<a href="http://www.youtube.com/watch?v=UhmGGa3oQ7Y">http://www.youtube.com/watch?v=UhmGGa3oQ7Y</a> </div>
<div>
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Según el estudio, cabe destacar, que en la población mayor de 60 años se observa un incremento del riesgo de úlceras por presión en la medida en que acerca a edades más avanzadas. A su vez, la vejez, posee una estrecha relación con factores causales como son la pérdida del autovalidismo, la falta de deambulación, el control de la micción y, de manera general, la no implementación por parte de la familia de las medidas higiénicos sanitarias orientadas por el equipo de salud lo que conlleva un riesgo importante para la calidad de vida de las personas mayores.<br />
<div style="text-align: center;">
<b>Los cuidados de enfermería constituyen un elemento fundamental en la calidad de vida de los pacientes con riesgos de úlcera por presión, así como en la preparación y orientación a los cuidadores dentro de la familia.</b></div>
<div style="text-align: center;">
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<a href="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnnP-FEZEMoGJOqvaXsPMh8lTyieVNibO-Y6m78MhV9K4kLCuOj0lZYmblX4UH3zh1EOsxbnI7GW-NPKwjA0Qsk_pKSUU5jyo2a4ho9QHvn8kuHkrLhrFAZHGEO5vgeYkE_xTk7djVmZ0/s1600/Im2-161.jpg"><img border="0" src="https://blogger.googleusercontent.com/img/b/R29vZ2xl/AVvXsEgnnP-FEZEMoGJOqvaXsPMh8lTyieVNibO-Y6m78MhV9K4kLCuOj0lZYmblX4UH3zh1EOsxbnI7GW-NPKwjA0Qsk_pKSUU5jyo2a4ho9QHvn8kuHkrLhrFAZHGEO5vgeYkE_xTk7djVmZ0/s640/Im2-161.jpg" /></a><br />
BIBLIOGRAFÍA: <br />
Álvarez de la Cruz, C. Lorenzo González, M. Cuidados de enfermería en una población geriátrica con riesgos de úlcera por presión. Murcia jul. 2011. Disponible en: http://scielo.isciii.es/scielo.php?pid=S1695-61412011000300012&script=sci_arttext&tlng=pt </div>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com0tag:blogger.com,1999:blog-111253121417605355.post-89647569762640754642012-04-04T11:36:00.000-07:002012-05-27T13:59:03.729-07:00El anciano en la unidad de cuidados intensivos Tema 3<br />
<div style="font-family: "Trebuchet MS",sans-serif;">
<span style="font-size: small;">La valoración geriátrica y dentro de ésta la valoración de la esfera funcional, permite diseñar tratamientos integrales y planes de cuidados adaptados a las condiciones individuales de los pacientes. Hoy en día, se ha generalizado el uso de escalas con el objetivo de conocer la situación basal del paciente, determinar el impacto de la enfermedad actual, transmitir información objetiva, poder monitorizar los cambios</span></div>
<span style="font-size: small;"><span style="font-family: 'Trebuchet MS', sans-serif;">y en último término, establecer tratamientos específicos y valorar la respuesta a los mismos. </span><br style="font-family: "Trebuchet MS",sans-serif;" /><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">El grupo de ancianos que a priori tiene un mayor riesgo es aquél en el que la gravedad de la enfermedad condiciona el ingreso en una unidad de cuidados intensivos (UCI), debido tanto a la mayor intensidad terapéutica como al elevado riesgo de complicaciones asociadas</span></span><br />
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<a 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" 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" width="320" /></a><span style="font-size: small;"><span style="font-family: 'Trebuchet MS', sans-serif;"></span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">El ingreso de pacientes de edad avanzada es una situación cada vez más frecuente en nuestros hospitales y está relacionado claramente con el envejecimiento de la población. Es conocido que la hospitalización produce un deterioro funcional importante en los ancianos. Este deterioro es motivado tanto por la aparición de complicaciones durante la hospitalización (consecuencia del tratamiento recibido), como debido al propio proceso del envejecimiento (disminución de la fuerza muscular y de la capacidad aeróbica, inestabilidad vasomotora, reducción de la masa ósea, reducción de la ventilación pulmonar, etc.)</span> </span><span style="font-size: small;"><br style="font-family: "Trebuchet MS",sans-serif;" /><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">Es importante tener en cuenta aspectos de autonomía funcional y calidad de vida para evaluar los resultados del ingreso de ancianos en la UCI. Para ello, es necesario utilizar escalas cuantitativas validadas en esta población, que evalúen la independencia en las actividades de la vida diaria (AVD) tanto instrumentales (índice de Lawton) como básicas (índice de Barthel) y que nos permitan monitorizar el grado de autonomía funcional de los pacientes antes.</span></span><br />
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<span style="font-size: small;"><a href="http://www.blogger.com/blogger.g?blogID=111253121417605355"> Función = Físico+cognitivo+emocional / entorno y recursos sociales.</a></span></div>
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" 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" /></a></div>
<span style="font-size: small;"><span style="font-family: 'Trebuchet MS', sans-serif;">El Indice de Barthel evalua las actividades basicas de la vida diaria. Es muy rápido y de fácil manejo. Consta de diez items; Comida, arreglo, lavado, vestido, deposición, micción, transferencia, deambulación y subir y bajar escaleras.</span><br style="font-family: "Trebuchet MS",sans-serif;" /><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">La escala de puntuacion va de 0 a 100. </span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">0 puntos: dependencia maxima. </span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">Menos de 45 puntos: Dependencia importante. </span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">45-60 puntos: Dependencia moderada. </span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">Igual o mas de 65: Dependencia leve. </span><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">100 puntos: Independencia maxima.</span><br style="font-family: "Trebuchet MS",sans-serif;" /><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;"> Por otro lado, la escala de Lawton y Brody fue publicada en 1969 y desarrollada en el Philadelphia Geriatric Center para evaluación de autonomía física y AIVD en población anciana institucionalizada o no. </span><span style="font-family: 'Trebuchet MS', sans-serif;"></span><br style="font-family: "Trebuchet MS",sans-serif;" /><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">Evalúa la capacidad funcional mediante 8 ítems: capacidad para utilizar el teléfono, hacer compras, preparar la comida, realizar el cuidado de la casa, lavado de la ropa, utilización de los medios de transporte y responsabilidad respecto a la medicación y administración de su economía. A cada ítem se le asigna un valor numérico 1 (independiente) o 0 (de pendiente). La puntación final es la suma del valor de todas las respuestas y oscila entre 0 (máxima dependencia) y 8 (independencia total).</span><br style="font-family: "Trebuchet MS",sans-serif;" /><br style="font-family: "Trebuchet MS",sans-serif;" /><span style="font-family: 'Trebuchet MS', sans-serif;">La cultura de la valoración geriátrica debe implementarse en las unidades de cuidados intensivos. En este sentido, utilizar escalas sencillas validadas que evalúen de forma objetiva la capacidad funcional y la calidad de vida de estos pacientes deberían incorporarse a la rutina asistencial de nuestro trabajo enfermero.</span></span><br />
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<span style="font-family: 'Trebuchet MS', sans-serif;">BIBLIOGRAFÍA</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">- López Soto A, Sacanella E, Perez Castejón JM, Nicolas JM. El anciano en la unidad de cuidados intensivos, 2009. Disponible en: http://www.sciencedirect.com/science/article/pii/S0211139X09001152</span><br />
<span style="font-family: 'Trebuchet MS', sans-serif;">- Trigas Ferrín M, Ferreira Gonzalez L, Mejide Miguez H. Escalas de valoración funcional en el anciano, 2011. Disponible en: http://www.galiciaclinica.info/PDF/11/225.pdf</span><span style="font-size: small;"><span style="font-family: 'Trebuchet MS', sans-serif;"></span></span>Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com1tag:blogger.com,1999:blog-111253121417605355.post-28140632139047143402012-04-01T14:18:00.000-07:002012-05-27T14:19:25.641-07:00Hola, soy Marta Ubau Rubio, alumna de enfermería de la Universidad San Jorge.<br />
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A continuación, en el Blogger se muestran una serie de temas que componen la teoría de la asignatura. Mediante artículos de evidencia científica, se encuentran estudios relacionados con ambos temas en los que podemos encontrar gran cantidad de información sobre cuidados del anciano, síndromes geriátricos, clínica, tratamiento, prevención, etc.<br />
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Espero que os guste.Marta Ubauhttp://www.blogger.com/profile/11251670220166797562noreply@blogger.com0