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        </ul></nav><a href="#" id="menu-movil-trigger">Men&#250; Principal</a></div></header><div id="content"><div class="wrap"><div id="main"><div id="breadcrumbs"><ul><li>Curso b&#225;sico de diabetes</li><li class="sep">/</li><l1>Unidad 3: Manejo integral del paciente con Diabetes Mellitus tipo 2 </l1></ul><div class="clearfix"></div></div><div class="post"><div class="fontsize"><ul><li class="small"><a data-size="10">a</a></li><li class="medium current"><a data-size="15">a</a></li><li class="large"><a data-size="20">a</a></li></ul></div><div class="clearfix"></div><div class="texto"><h3 class="title">Esquemas terapéuticos</h3><div class="contenido">
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                            <p class="P3">Tradicionalmente se ha recomendado iniciar el tratamiento de la DM Tipo 2 con cambios de estilo de vida, y si después de un período de 3 meses no se logran las metas de control, iniciar fármacos según IMC. Si bien una alimentación saludable y el ejercicio son la base del tratamiento del diabético, estas medidas por sí solas no siempre logran un adecuado control en la mayoría de los pacientes en el primer año de tratamiento.<b>Al diagnóstico de la DM Tipo 2 la conducta terapéutica debe considerar el nivel de HbA1c y el estado general del paciente.</b></p><ul>
        <li>
          <p class="P2"> Ante una hiperglicemia muy elevada, HbA1c>9% y un paciente sintomático y con baja de peso importante, habitualmente se requiere insulinoterapia. </p>
        </li>
        <li>
          <p class="P2"> Como regla general, la HbA1c disminuye en aproximadamente 0,5 a 1,5% con un medicamento (monoterapia), dependiendo del agente utilizado y el nivel basal de la hemoglobina.</p>
        </li>
        <li>
          <p class="P2"> Mientras mayor el nivel basal, mayor es la reducción obtenida con cada fármaco. </p>
        </li>


      </ul>

<p>Por otra parte, hay evidencia que la metformina es la única droga que reduce la enfermedad cardiovascular a mediano y largo plazo. Estos antecedentes, sumados a la importancia del control precoz han llevado a recomendar el uso de metformina desde el diagnóstico junto con los cambios en el estilo de vida. Así mismo, no retardar alcanzar la meta de control metabólico en los controles posteriores.<br></br>
Es por estas razones, que actualmente existe consenso que la metformina es la droga de elección de inicio de terapia en pacientes con Diabetes Mellitus tipo 2, con excepción que exista intolerancia gástrica al fármaco.<br></br>
La recomendación de utilizar metformina como agente inicial en la mayoría de los pacientes, se basa en su efectividad en bajar la glicemia, bajos efectos secundarios, su demostrado beneficio en pacientes con sobrepeso y la reducción del riesgo cardiovascular. Por el contrario, la monoterapia con tiazolidinedionas, aunque tiene un buen efecto hipoglicemiante, el edema, ganancia de peso, riesgo de insuficiencia cardíaca, aumento de riesgo de fracturas en mujeres y datos inconsistentes sobre complicaciones cardiovasculares, no la hacen recomendable como fármaco de primera línea.
<br></br>Las sulfonilureas (SU) son fármacos ampliamente utilizados en el tratamiento de la Diabetes mellitus tipo 2. Estimulan la secreción de insulina en las células β pancreáticas de forma independiente a los niveles sanguíneos de glucosa. La mayoría presenta metabolitos activos y amplia eliminación a nivel renal (excepto glipizide y gliclazida).
</p>


<p>Su eficacia como hipoglicemiantes es alta, lo que se asocia a un elevado riesgo de hipoglicemia, especialmente en poblaciones susceptibles (adultos mayores, enfermos renales crónicos, entre otros). Este riesgo, sin embargo, no es igual para todas las SU (5).(6)<br></br>
Diversos metaanálisis y revisiones sistemáticas que comparan a Glibenclamida (GBC) con las otras SU en monoterapia, muestran que GBC tiene el mayor riesgo de hipoglicemia y la mayor tasa de eventos adversos severos (7,8).<br></br>

Es por esto que es necesario tener ciertas consideraciones al momento de utilizar Glibenclamida:<br></br>
<a href="1.pdf" target=_"blank">Haga clic para descargar el pdf</a>



      <p class="P3">Con el uso de combinaciones de f&#225;rmacos que disminuyen la glicemia (hipoglicemiantes) a dosis subm&#225;ximas se logra un control glic&#233;mico en forma m&#225;s r&#225;pida y con menos efectos secundarios que con monoterapia a dosis m&#225;ximas. M&#225;s a&#250;n, puede ser dif&#237;cil alcanzar las metas de glicemia en pacientes con monoterapia a quienes se les adiciona un segundo f&#225;rmaco en forma tard&#237;a. </p><p class="Text_20_body">Al combinar agentes hipoglicemiantes con o sin insulina, deben utilizarse agentes de distintos mecanismos de acci&#243;n. </p><p class="Text_20_body"/><p class="P3">
        <b>Tratamiento de la DM Tipo 2 seg&#250;n mecanismos de acci&#243;n</b>
      </p><div class="figure">
        <p>
          <img src="esquematerapeutico.png"/>
        </p>
        <p>Gu&#237;a Cl&#237;nica Diabetes Mellitus Tipo 2. Ministerio de Salud, Chile (2009).&#160;</p>
      </div><p class="P3"/><p class="P3"/><p class="P3">No se recomienda el uso simult&#225;neo de agentes de diferentes clases pero con mecanismos de acci&#243;n parecidos.</p><p class="P3"> </p><p class="P3">
        <b>Mejor&#237;as en los niveles de glicemia y HbA1c se asocian a mejores resultados, a&#250;n cuando no se logren las metas. Cada uno de los agentes terap&#233;uticos tiene ventajas y desventajas, por lo que se hace necesario comparar el poder hipoglicemiante, riesgo de hipoglicemia, con otros beneficios y riesgos.</b>
      </p><p class="P3">La recomendaci&#243;n de utilizar metformina como agente inicial en la mayor&#237;a de los pacientes, se basa en su efectividad en bajar la glicemia, bajos efectos secundarios, su demostrado beneficio en pacientes con sobrepeso y la reducci&#243;n del riesgo cardiovascular. Por el contrario, la monoterapia con tiazolidinedionas, aunque tiene un buen efecto hipoglicemiante, el edema, ganancia de peso, riesgo de insuficiencia card&#237;aca, aumento de riesgo de fracturas en mujeres y datos inconsistentes sobre complicaciones cardiovasculares, no la hacen recomendable como f&#225;rmaco de primera l&#237;nea.</p><p class="P3">En pacientes en quienes la hipoglicemia es un hecho preocupante se debe preferir un f&#225;rmaco que se asocia con un menor riesgo de hipoglicemia. </p><img class="img-small" 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"/><p class="P3"/><p class="P3"/><p class="P3"/><p class="P3"/><p class="P3"/><p class="P3"/><p class="P3"/><p class="P3"/><p class="P3"/><p class="P3">La combinaci&#243;n de agentes hipoglicemiantes orales e insulina frecuentemente logran controlar los niveles de glucosa en sangre. Se puede agregar una sola inyecci&#243;n de insulina de acci&#243;n intermedia (NPH), o un an&#225;logo de la insulina de acci&#243;n prolongada (insulina glargina o detemir). <b>Este esquema terap&#233;utico puede lograr un mejor control glic&#233;mico con una menor dosis de insulina y se asocia a una menor ganancia de peso y menos episodios de hipoglicemia que si se suspendieran los agentes orales y se utilizara s&#243;lo insulina.</b>El agregado de insulina a metformina a la hora de acostarse se asocia a una menor ganancia de peso que un esquema con insulina y sulfonilurea &#243; 2 inyecciones de insulina NPH diarias.</p><p class="P3">La insulina debe ser utilizada al momento del diagn&#243;stico en personas con una hiperglicemia muy elevada y temporalmente durante un episodio m&#243;rbido, embarazo, stress o al ser sometido a un procedimiento m&#233;dico o quir&#250;rgico. El uso de insulina debe propender a lograr un buen control metab&#243;lico, y al mismo tiempo evitar episodios de hipoglicemia severa. La reducci&#243;n de los niveles de HbA1c en personas en tratamiento con insulina depende de la dosis y el n&#250;mero de inyecciones diarias.</p><p class="P3">
        <b>A medida que la DM progresa, es muy probable que las dosis de insulina tengan que incrementarse; puede ser necesario agregar dosis basales adicionales de insulina (NPH o an&#225;logos de acci&#243;n prolongada), y/o insulinas prandiales (de acci&#243;n corta o an&#225;logos de acci&#243;n r&#225;pida). </b>
      </p>





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