FW0OZTJ62zNWK0xkMM593Q==;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
- 电子产品热管理的重要性
-
ETM - 故障示例
- ETM - 故障原因
-
热预算
- ETM – 设计工作流程
- ANSYS电子产品热管理解决方案
- ANSYS Icepak版本
- ANSYS Electronics Desktop (AEDT)
- AEDT Icepak CFD流程
- AEDT Icepak模型构建
- AEDT Icepak - 从经典Icepak导入TZR
- AEDT Icepak MCAD导入
- AEDT Icepak几何简化
- AEDT Icepak IDF导入
- AEDT Icepak PCB布局导入
- AEDT Icepak - 3D组件
- AEDT Icepak网格划分
- AEDT Icepak滑块条网格
- AEDT Icepak网格区域
- AEDT Icepak网格可视化
- AEDT Icepak网格质量
- AEDT Icepak求解器
- AEDT Icepak求解器 - HPC
- AEDT Icepak后处理
- AEDT Icepak后处理
- AEDT Icepak优化
- AEDT Icepak脚本
- AEDT Icepak - 电热工作流程
- AEDT Icepak - 电热工作流程
- HFSS 3D Layout → Icepak工作流程
- AEDT Icepak - 功能总结