3cXLvrAYwcsyZ3gYB7zt4w==;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
- 目标
- AEDT Icepak:从现有项目创建新项目
- AEDT Icepak 管理多个项目
- 模型概述
- 改变对象颜色
-
创建3D风扇
-
导入IDF文件
- 在GUI中查看导入的IDF文件
- 从ECAD文件导入PCB多层基板设计
- 在3D LAYOUT GUI中查看Trace
- 将HFSS 3D Layout设计复制/粘贴到Icepak设计中
- ECAD设计 - 层叠定义
- ECAD - 检查层厚度
- 创建PCB组件
- 创建PCB组件(继续)
- 创建PCB组件(继续)
- 停用IDF_Board和集总Board
- 移动组件以匹配PCB顶部金属表面
- 移动组件以匹配PCB顶部金属表面(继续)
- 移动先前构建的组件以匹配PCB顶部表面
- 在PCB中查看Trace
- 调整机柜尺寸
- 调整机柜尺寸(继续)
- 修改AGP的热边界条件
- 为热源分配功率
- 分配网格优先级
- 生成网格
- 查看网格
- 网格质量
- 解决方案设置
- 求解器设置
- 设计设置
- 验证检查
- 运行模拟
- 后处理:温度等高线
- 后处理:热导率等高线
- 后处理:热导率等高线(继续)
- 后处理:速度矢量
- 后处理:对象列表
- 后处理:场汇总
-
更新PCB对象的定义
- 在2020 R1之前更新材料属性
- ECAD - 更新材料
- ECAD - 更新信号层材料
- ECAD - 更新电介质层材料
- 倾斜PCB的网格划分
- 模型描述
- 创建新的相对坐标系
- 创建定向的相对坐标系
- 全局网格区域设置
- 网格子区域设置 - Box1
- 网格子区域设置 - Box2
- 在新相对坐标系中查看模型
- 结果网格在Y方向的切割平面