MAXWELL 仿真LITZ线问题
新版本的MAXWELL支持可以直接给铜导体赋LITZ线材料。今天试着使用一下这个功能，建立了两个模型：
1，模型A: 3圈0.1*55的LITZ线，MAXWELL直接仿真损耗
2，模型B：3圈铜导体，赋LITZ材料，0.1*55
理论上，模型A和模型B再高频下的损耗应该是一样的。
仿真下来，模型B并没有达到LITZ线的结果。
附件为两个模型的压缩问题，可否帮忙看看问题点在哪里 ？
我哪里设置的有问题 ？
非常感谢。
data:image/png;base64,iVBORw0KGgoAAAANSUhEUgAAAY0AAAI3CAYAAABnHgdfAAASX0lEQVR4nO3dMY4c95XHcUqYwBFzO3GkM1ghITDVARw4bFiZ01kQiw6WsAzZJ2gYzJg0fIAFNmAygK9g9BrMNpmIN/g7MIZLjmqqfyN1d72a93nAB1CjR9DT9LC+qOqp5rPxyHnx+3+OF7//52P/tbPN4XC79AqfjX3mp9o+Nzfvl17hs6n2/am2zxj1dqq2z7l/pp899l8Qjfmxz/xU20c05qfaPmPU26naPqJxZKq9YPaZn2r7iMb8VNtnjHo7VdtHNI5MtRfMPvNTbR/RmJ9q+4xRb6dq+4jGkan2gtlnfqrtIxrzU22fMertVG0f0Tgy1V4w+8xPtX1EY36q7TNGvZ2q7SM**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data:image/png;base64,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**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
页:
[1]