x/d5cC3/6wLeM9COESALYg==;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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