Laura Buenos saludos.<br><br>Una herramienta muy poderosa es la Calculadora Raster...la puedes buscar en &quot;Herramientas de calculo para capas Raster/Calculadora de mapas...<br><br>Cuando la abres, puede hacer muchas cosas con las capas que tienes cargadas en la vista...La funcion que te mostrare se llama if() &quot;El condicional&quot;. Trabaja básicamente así <b>if(condición, proceso 1, proceso 1)</b>, el proceso 1 se ejecuta si la condición es verdadera de lo contrario (osea si la condición es falsa) se ejecuta el proceso 2.  <br>
Teniendo la Calculadora de mapas abierta...dentro de las opciones de Funciones busca la que se llama <b>if()</b>, doble click para que la cargue, colcas el cursor entro los paréntesis y ahora buscas tu MDE, también doble click, y debes tener algo como esto...(voy a suponer que tu archivo MDE se llama dem.img) <b>if(dem.img Band 1)</b>. <br>
<br>La condición completa quedaría así:<br><b>if(dem.img Band 1 &lt; 200, dem.img Band 1, 9999.9)</b> osea si el pixel del archivo dem.img es menor a 200, asuma el valor de dem.img, de lo contrario canvielo a 9999.99. Aquí puedes jugar como te parezca...<br>
<br>Saludos<br><br>Te dejo una imagen....<br><br><img src="data:image/png;base64,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" alt="" height="359" width="620"><br>
<br><div class="gmail_quote">El 9 de mayo de 2012 11:52, Agustin Diez Castillo <span dir="ltr">&lt;<a href="mailto:adiez@uv.es" target="_blank">adiez@uv.es</a>&gt;</span> escribió:<br><blockquote class="gmail_quote" style="margin:0 0 0 .8ex;border-left:1px #ccc solid;padding-left:1ex">
Laura,<br>
Si te entiendo bien, sólo tienes que reclasificar lo que esté por encima o debajo de esa cota y el resto se quedará como en el original. Por que quieres lo que por de bajo de 500.<br>
de 500 a 999999999 = 501<br>
y obtendrás el mde original pero con los valores originales mayores de 500 con un valor de 501 que, obviamente, puede ser cualquier otro valor.<br>
Suerte.<br>
<span class="HOEnZb"><font color="#888888">a<br>
</font></span><div class="HOEnZb"><div class="h5">On May 9, 2012, at 5:37 PM, Laura del Río Rodríguez wrote:<br>
<br>
&gt; Hola a todos<br>
&gt;<br>
&gt; Tengo poca experiencia con rasters en gvSIG, y no encuentro<br>
&gt; ninguna herramienta que me permita seleccionar los pixels de un<br>
&gt; MDE raster según una determinada cota límite (es decir,<br>
&gt; seleccionar los pixels que tienen un valor inferior a una<br>
&gt; determinada cota y con ellos construir un raster nuevo).<br>
&gt;<br>
&gt; He probado reclasificando en SEXTANTE, pero claro, lo que se<br>
&gt; genera es un archivo tif que ha perdido la información de alturas<br>
&gt; del MDE original.<br>
&gt;<br>
&gt; ¿Alguien podría echarme una mano, por favor?<br>
&gt;<br>
&gt; Muchas gracias por adelantado.<br>
&gt;<br>
&gt; Un saludo,<br>
&gt;<br>
&gt;<br>
&gt; Laura<br>
&gt; _______________________________________________<br>
&gt; gvSIG_usuarios mailing list<br>
&gt; <a href="mailto:gvSIG_usuarios@listserv.gva.es">gvSIG_usuarios@listserv.gva.es</a><br>
&gt;<br>
&gt; Para ver histórico de mensajes, editar sus preferencias de usuario o darse de baja en esta lista, acuda a la siguiente dirección:<br>
&gt;<br>
&gt; <a href="http://listserv.gva.es/cgi-bin/mailman/listinfo/gvsig_usuarios" target="_blank">http://listserv.gva.es/cgi-bin/mailman/listinfo/gvsig_usuarios</a><br>
&gt;<br>
<br>
_______________________________________________<br>
gvSIG_usuarios mailing list<br>
<a href="mailto:gvSIG_usuarios@listserv.gva.es">gvSIG_usuarios@listserv.gva.es</a><br>
<br>
Para ver histórico de mensajes, editar sus preferencias de usuario o darse de baja en esta lista, acuda a la siguiente dirección:<br>
<br>
<a href="http://listserv.gva.es/cgi-bin/mailman/listinfo/gvsig_usuarios" target="_blank">http://listserv.gva.es/cgi-bin/mailman/listinfo/gvsig_usuarios</a><br>
</div></div></blockquote></div><br><br clear="all"><br>-- <br>Humberto Nel Florez Ramos<br>Ing. Catastral y Geodesta<br>Esp en Medio Ambiente y Geoinformatica<br>