Pasando de KiCad a Altium Designer

Creado: Noviembre 8, 2022
Actualizado: Noviembre 27, 2024

<h2>Realizando una Transición Suave a Altium&nbsp;Designer desde el Diseño de KiCad</h2>

<p>En esta guía, nos centraremos en importar diseños de PCB de KiCad Layout. Por favor, consulta guías específicas si necesitas migrar otros archivos.</p>

<h2><a id="legacy-translation">Traducción de Legado</a></h2>

<h3><a id="before-you-begin">Antes de Comenzar</a></h3>

<p>Esta guía te mostrará cómo importar datos de tu sistema legado a Altium&nbsp;Designer. Antes de importar todos tus datos legados, es importante preguntarte, “¿por qué necesito importar mis datos legados?” A continuación, se presentan algunas de las consideraciones más comunes a tener en cuenta al decidir si importar datos legados a Altium&nbsp;Designer.</p>

<p><em><strong>“Tenemos 20 años de datos, y no quiero dejarlos atrás.”</strong></em></p>

<ul>
<li>¿Incluyen los datos legados información crítica para crear diseños robustos dentro de Altium?</li>
<li>¿Es más fácil comenzar nuevos diseños en lugar de re-trabajar los datos importados para hacerlos utilizables?</li>
</ul>

<p><em><strong>“Tenemos algunos diseños ‘dorados’ que necesitamos traer a Altium&nbsp;Designer para actualizarlos.”</strong></em></p>

<ul>
<li>¿Cómo planeas verificar los datos importados?</li>
<li>¿Cuánto re-trabajo será necesario después de importar?</li>
<li>¿Necesitas aprovechar características adicionales de Altium&nbsp;Designer una vez que los datos estén importados?</li>
</ul>

<p><em><strong>"Nuestro servicio de bureau no utiliza Altium, pero pueden importar datos de Altium. Nuestro sistema de Altium puede importar sus datos. ¿Es esta una manera confiable de pasar diseños entre nuestras empresas?"</strong></em></p>

<ul>
<li>¿Cómo mantienen la integridad de la biblioteca?</li>
<li>¿Quién tiene la autoridad de diseño?</li>
<li>¿Cómo planean verificar los datos?</li>
</ul>

<p><em><strong>“Tenemos una biblioteca de partes confiables que nos gustaría traer a Altium.”</strong></em></p>

<ul>
<li>¿Hay alguna parte exótica que podrían tener problemas para representar dentro de Altium?</li>
<li>¿Necesitan agregar características específicas de Altium (como modelos 3D) para cada parte?</li>
<li>¿Cuánta redundancia, duplicación y error está presente en su biblioteca?</li>
</ul>

<p>Después de revisar estas consideraciones, continúe leyendo para aprender cómo importar sus datos heredados a Altium&nbsp;Designer.</p>

<h2><a id="preparing-to-migrate-your-legacy-data">Preparándose para Migrar Sus Datos Heredados</a></h2>

<p>Hay cuatro fases en la migración de datos heredados.</p>

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" /></p>

<h2><a id="phase-1-prepare-original-data">Fase 1: Preparar los Datos Originales</a></h2>

<p>Es prudente limpiar su diseño antes de intentar exportar. A continuación, se presenta una lista de verificación de las mejores prácticas de limpieza de datos para ayudarlo mientras prepara sus datos:</p>

<p><strong>Consideraciones del esquemático:</strong></p>

<ul>
<li>Los conectores de pines individuales (por ejemplo: conectores de bloque) en KiCad deben modificarse a nivel de la herramienta KiCad antes de la migración. Alternativamente, puedes reemplazar los conectores de pines en Altium&nbsp;Designer después de la migración.</li>
<li>Los conectores deben representarse como un gate por pin con más de 256 "gates".</li>
<li>La conectividad ambigua para bloques de reutilización debe desglosarse en KiCad.</li>
<li>Eliminar pines ocultos o conexiones implícitas.</li>
<li>Los nombres de redes locales colocados en la intersección de cables deben colocarse en ubicaciones correctas (lejos del punto de intersección)</li>
<li>¿Están los símbolos esquemáticos mapeados a las huellas de PCB correctas?</li>
<li>¿El esquemático y el PCB están sincronizados?</li>
</ul>

<p><strong>Consideraciones de PCB:</strong></p>

<ul>
<li>Grandes cantidades de objetos gráficos como dibujos mecánicos o primitivas de dibujo no registradas en ECO deben migrarse en capas de documentación.</li>
<li>Realizar una verificación de conexión a tierra de punto estrella.</li>
<li>Eliminar violaciones deliberadas de DRC.</li>
<li>Eliminar objetos que se extienden más allá del entorno.</li>
<li>Las asignaciones de capas de PCB conocidas necesitan mapearse correctamente con el PCB de Altium&nbsp;Designer existente, especialmente con la capa de plano de potencia o capa de señal.</li>
<li>¿Las redes con nombres automáticos coinciden con el esquemático?</li>
<li>Eliminar dimensiones en KiCad PCB(Ver. 6.0x)</li>
</ul>

<p><strong>Consideraciones de la biblioteca:</strong></p>

<ul>
<li>¿Los símbolos esquemáticos coinciden con las huellas de PCB?</li>
<li>¿La biblioteca contiene información correcta de la cadena de suministro y parámetros de BoM?</li>
<li>¿Es necesario importar información 3D? Si es así, entonces se debe asignar el atributo de altura en KiCad.</li>
<li>Verificar la representación correcta de pads personalizados, formas de cobre, máscara de soldadura y resist.</li>
</ul>

<h2><a id="phase-2-save-data-in-a-suitable-format">Fase 2: Guardar los Datos en un Formato Adecuado</a></h2>

<p><strong><em>Versiones y Formatos de Archivo Soportados</em></strong></p>

<p>La siguiente tabla muestra los Formatos de Diseño de PCB de KiCad y las versiones que pueden migrarse a Altium&nbsp;Designer. Esta lista se actualiza regularmente, así que por favor consulte con nosotros antes de comenzar una nueva migración. Consulte este <a href="https://www.altium.com/documentation/altium-designer/design-tools-inter…; para obtener información actualizada.</p>

<p class="text-align-center"><img 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" /></p>

<p>Los archivos de Layout/PCB y Esquemáticos se traducen a Altium&nbsp;Designer de la siguiente manera:</p>

<p class="text-align-center"><img 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" /></p>

<p>Cada hoja esquemática creará un archivo *.SchDoc separado.</p>

<p>Los esquemáticos y archivos de PCB serán agrupados y colocados en un proyecto de Altium&nbsp;Designer creado automáticamente (*.PrjPCB).</p>

<p>Los archivos de biblioteca se traducen de la siguiente manera:</p>

<p class="text-align-center"><img src="data:image/png;base64,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" /></p>

<h2 id="phase-3-import-data-into-altium-designer">Fase 3: Importar Datos a Altium&nbsp;Designer</h2>

<p><strong>Usando el Asistente de Importación para Archivos de KiCad</strong></p>

<p>Puede iniciar el Asistente de Importación de Altium&nbsp;Designer desde el menú Archivo.</p>

<ul>
<li>Seleccione la opción Archivos de Diseño de KiCad, como se muestra a continuación.</li>
<li>En la pantalla "Importando Diseños de KiCad", haga clic en el botón Añadir para elegir archivos de Diseño o Lógica.</li>
<li>Puede traducir varios archivos al mismo tiempo.</li>
<li>A continuación, se proporcionan instrucciones paso a paso sobre cómo usar el Asistente de Importación.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:525px"><span style="height:422px"><img height="422" src="https://lh6.googleusercontent.com/IwtSgQ3WJp40g7veZGiK2Fev-IG4gnT1eeOq3…; width="525" /></span></span></span></span></span></span></span></span></span></span></span></p>

<p class="text-align-center"><em>Iniciando el Asistente de Importación para archivos de KiCad </em></p>

<h3>Instrucciones Paso a Paso para Importar un archivo de Diseño de KiCad</h3>

<ul>
<li>Inicie el Asistente de Importación con <em><strong>Archivo » Asistente de Importación </strong></em></li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:431px"><span style="height:346px"><img height="346" src="https://lh6.googleusercontent.com/Yu5ipsOOXkBsatSS8O-uqaD-NCzEPdOFkYW4w…; width="431" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Seleccione Tipo de Archivos para <strong>Importar —&gt; Archivos de Diseños de KiCad </strong></li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:435px"><span style="height:350px"><img height="350" src="https://lh6.googleusercontent.com/IwtSgQ3WJp40g7veZGiK2Fev-IG4gnT1eeOq3…; width="435" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Añada el(los) archivo(s) a traducir. En este caso, se ha utilizado el archivo “CM4IO-KiCAD”.</li>
</ul>

<p class="text-align-center"><img 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" /></p>

<p class="text-align-center"><br />
<span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:484px"><img height="484" src="https://lh4.googleusercontent.com/AGw3zOe38hdO62SKkmtX5ws-fE31-gT33XYQ1…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>En el siguiente paso, puede añadir sus Archivos de Biblioteca de Símbolos/Huellas para importar (si están disponibles).</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:484px"><img height="484" src="https://lh5.googleusercontent.com/cc4YezUjBlNm8CU79jLX6kSx72DKppyjd7z4m…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Establezca las opciones para qué nivel de informe se realiza después de que la traducción se haya completado.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:472px"><span style="height:379px"><img height="379" src="https://lh5.googleusercontent.com/Yft8WTn65tJ_xzVeq9Uh4q8iJp2O7ksUgoxAM…; width="472" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Revise los errores y advertencias en Mensajes.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:484px"><img height="484" src="https://lh5.googleusercontent.com/UL1O4_9tJsdu6rADZwCpzP0S4aKSITq4K9IfM…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Se muestra una vista previa de los archivos que se están traduciendo y sus directorios de salida. Puede cambiar el directorio de salida principal si lo desea.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:484px"><img height="484" src="https://lh5.googleusercontent.com/hPnMME9L8QtIIDxVSLwLvs4XwItJMDFPcRFAG…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Establezca las opciones de importación de esquemáticos.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:484px"><img alt="グラフィカル ユーザー インターフェイス, テキスト, アプリケーション

自動的に生成された説明" height="484" src="https://lh5.googleusercontent.com/9yt34xLTHWPYCetlFiUccQIqR83jcFh8yUeks…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Establezca las opciones de importación de PCB.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:484px"><img alt="グラフィカル ユーザー インターフェイス, アプリケーション

自動的に生成された説明" height="484" src="https://lh6.googleusercontent.com/b0rUg8auPSZYvIWOhNcqiVsLqWOKGS16dCTBI…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Asigne la capa de placa de KiCad a la capa de placa de Altium&nbsp;Designer.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:419px"><img height="419" src="https://lh6.googleusercontent.com/OTPsuzByljBPdoUTMfmPMiXAxjJgoJPVVL7uI…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Haga clic en el último botón Siguiente y el Asistente de Importación se encargará del resto.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Arial"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:484px"><img alt="コンピューターのスクリーンショット

自動的に生成された説明" height="484" src="https://lh5.googleusercontent.com/fiwmz1NFApfdiKknaAp7dJUn-kQhn_1_b20ok…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>¡Felicidades! Su diseño ha sido importado a Altium&nbsp;Designer.</li>
</ul>

<p class="text-align-center"><span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Century,serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:339px"><img height="339" src="https://lh4.googleusercontent.com/4KI04ehyi1oQTIuhQy_fTjaAJ5A3ageG0K9oM…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<p class="text-align-center"><br />
<span style="font-size:11pt; font-variant:normal; white-space:pre-wrap"><span style="font-family:Century,serif"><span style="color:#000000"><span style="font-weight:400"><span style="font-style:normal"><span style="text-decoration:none"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:602px"><span style="height:339px"><img height="339" src="https://lh5.googleusercontent.com/Cfg2o4JJrpImVt45DoI5i5OWmiBXN0XMDg_uR…; width="602" /></span></span></span></span></span></span></span></span></span></span></span></p>

<ul>
<li>Siga la lista de verificación de Limpieza Post Importación para asegurarse de que el diseño ha sido completamente revisado y verificado.</li>
</ul>

<h2 id="phase-4-post-import-tidy">Fase 4: Limpieza Post Importación</h2>

<p>Una vez que su migración esté completa, recomendamos revisar su diseño para asegurarse de que todos los datos se han transferido como se esperaba. A continuación, se presenta una lista de verificaciones clave a realizar después de la migración:</p>

<ul>
<li>Verificación física
<ul>
<li>Ver » Ajustar Documento</li>
<li>Forma de la placa y recortes</li>
</ul>
</li>
<li>Verificación eléctrica
<ul>
<li>Lista de conexiones</li>
</ul>
</li>
<li>Reglas
<ul>
<li>¿Se han importado todas las reglas?</li>
<li>Verificación DRC</li>
<li>Revisar configuraciones de polígonos - Eliminación de islas, tamaño mínimo de primitiva</li>
<li>Alivios térmicos, conexión directa</li>
<li>Revisar configuraciones de planos de potencia</li>
<li>Retiro de plano de potencia</li>
<li>Reglas de máscara de soldadura, máscara de pasta</li>
<li>Cubrimiento de vías</li>
<li>Asignaciones de puntos de prueba</li>
</ul>
</li>
<li>Verificación de potencia
<ul>
<li>Redes</li>
<li>Planos</li>
<li>Polígonos</li>
</ul>
</li>
<li>Verificación de documentación
<ul>
<li>Capas</li>
<li>Texto/Cadenas</li>
<li>Leyendas</li>
</ul>
</li>
<li>Informes de PCB
<ul>
<li>Número de componentes/redes</li>
<li>Todas las redes enrutadas</li>
</ul>
</li>
</ul>

<h2>&nbsp;<br />
Obtener Ayuda</h2>

<p>Hay muchas maneras de aprender más sobre Altium&nbsp;Designer:</p>

<ul>
<li>F1 sobre cualquier objeto, editor, panel, entrada de menú o botón para abrir una breve descripción en tu navegador web</li>
<li>Presiona Shift+F1 o la tecla ~ mientras ejecutas un comando para obtener una lista de atajos que puedes usar en ese comando.</li>
</ul>

<p class="text-align-center"><span style="border:none"><span style="display:inline-block"><span style="overflow:hidden"><span style="width:472px"><span style="height:407px"><img height="407" src="https://lh5.googleusercontent.com/eHDrW_taL3cnnVI2i2AMifIFbaKtdRIqgGls8…; width="472" /></span></span></span></span></span></p>

<ul>
<li>Accede a nuestra completa <a href="https://www.altium.com/documentation/altium-designer">Documentación de Altium&nbsp;Designer</a> en línea.</li>
<li>Visita la <a href="https://my.altium.com/learning/design-secrets">Biblioteca de Videos de Altium</a> donde puedes ver formación sobre más de 150 temas diferentes. Cada video te guía a través de los pasos necesarios para completar una tarea.</li>
<li>Todos los niveles de suscripción de Altium&nbsp;Designer incluyen fácil acceso a soporte en tiempo real, comunidades de usuarios, documentación completa del producto, videos de entrenamiento y una base de conocimientos con soluciones específicas para experiencias comunes de los usuarios. Contacta <a href="https://www.altium.com/support">aquí el Soporte de Altium</a>.</li>
</ul>

<h2>Recursos Adicionales</h2>

<p><strong>Recursos en Línea:</strong><br />
Si estás listo para profundizar en las potentes características de Altium&nbsp;Designer, a continuación, se presenta una lista de artículos que proporcionan información para ayudarte a comenzar.</p>

<ul>
<li>Para una visión general completa del proceso de diseño de PCB con Altium&nbsp;Designer, revisa este tutorial: <a href="https://www.altium.com/documentation/altium-designer/tutorial-complete-… Recorrido Completo de Diseño con Altium&nbsp;Designer</a>.</li>
<li>Para una mirada a los fundamentos de la creación de componentes, lee <a href="https://www.altium.com/documentation/altium-designer/creating-file-base… Mirada a la Creación de Componentes de Biblioteca</a>.</li>
<li>Para un tutorial que te guía a través de todos los fundamentos de la edición de múltiples objetos, echa un vistazo a <a href="https://www.altium.com/documentation/altium-designer/schematic-placemen… de Colocación y Edición de Esquemáticos en Altium&nbsp;Designer</a>.</li>
<li>Para una visión general de las capacidades de diseño, desarrollo y depuración de FPGA de Altium&nbsp;Designer, lee <a href="https://techdocs.altium.com/display/ADOH/Soft+Design&quot; rel="noopener" target="_blank">Diseño Suave</a>.</li>
</ul>

<p><strong>Recursos de la Plataforma de Software:</strong><br />
Otra excelente manera de aprovechar al máximo su instalación de Altium&nbsp;Designer es explorando su sección de ayuda. Puede abrir el menú de ayuda en el lado izquierdo de Altium&nbsp;Designer haciendo clic en <strong>Ayuda</strong> y navegando a <strong>Explorando Altium&nbsp;Designer</strong>.</p>

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