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  • .BD1格式的pcb文件如何转换成主流EDA软件PCB格式 sos

    .BD1格式的pcb文件,根据说明是使用ORCAD PCB Layout 386+完成的,求助如何转换成主流EDA软件PCB格式

    T3 使用 AD PCB文件 EDA软件 OrCAD

    5013浏览量 0回复量 关注量
  • Orcad自带库文件符号问题 sos

    [align=left]问题1:[/align][align=left] [/align][align=left]Orcad自带库文件符号中,如上图所示,CAP NP和CAPACITOR NON-POL,左侧符号间的一横表示什么含义?[/align][align=left]我是准备复制CAP NP到自建的库文件中,发现两个都被复制过去了。[/align][align=left][img]data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAQAAAABNCAYAAABJw7pgAAAVY0lEQVR4Ae2da1cTybrH5yM1hFwhIRBRbiMgICoXQZAgIhcvgGIyMIAIRkAQIooxcsfIJSiDCgrqeEVnO+ogup193Huvc2bWrPkC8+p/VoUEQuxAyFQkaetFrSTdna7qquf5ddW/q+v5huM4uKaQkBCIRKLPtrseR+t3UFAQJBIJgoODv1ietMrOzvO5/bA6+bJ1IpfLodFoPktKpXJdf/qGr7F27tyJuLi4df/M919vthHnz8nJgVqt/mJ5elNO9p8va9isvj2rb+oAIOQgJ/1SDUDu/MT5CQho5tnR0YH79+97nK5fv46jR49CJpN5WQ4xOC4dJU1dMFmtsJI0MgxrcwHS4lRO5yS9q23I1rWh/fxpNJUkOe0jja5EVNIBVJmtsIzZz2O1YqCrCTXpHORid4YRiWStDg19**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[/img][/align][align=left]删除其中一个时也会两个一起被删除。[/align][align=left]问题2:另外怎么实现多个器件对应一个原理图符号?[/align][align=left]谢谢![/align]

    OrCAD

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