jiexiao6
来自「全参数模板在FDTD数值算法下.微带天线方向系数、半空间方向函数、输入阻抗、驻波」· 代码 · 共 2,517 行 · 第 1/5 页
TXT
2,517 行
-0.000002+(0.000001)*i
-0.000002+(0.000002)*i
0.000002+(0.000003)*i
0.000002+(0.000001)*i
-0.000005+(0.000003)*i
-0.000001+(-0.000000)*i
-0.000002+(0.000003)*i
-0.000002+(0.000002)*i
-0.000002+(0.000004)*i
-0.000000+(-0.000002)*i
-0.000002+(0.000004)*i
-0.000002+(0.000002)*i
0.000000+(0.000002)*i
-0.000002+(-0.000000)*i
-0.000003+(-0.000000)*i
-0.000003+(0.000002)*i
0.000001+(0.000003)*i
-0.000001+(0.000003)*i
-0.000001+(-0.000001)*i
-0.000003+(0.000001)*i
0.000001+(-0.000001)*i
-0.000003+(0.000001)*i
-0.000000+(-0.000001)*i
-0.000003+(-0.000001)*i
-0.000001+(0.000001)*i
-0.000002+(0.000003)*i
-0.000003+(0.000002)*i
-0.000001+(-0.000003)*i
0.000002+(0.000001)*i
0.000001+(0.000000)*i
-0.000001+(-0.000001)*i
0.000001+(-0.000001)*i
-0.000002+(-0.000004)*i
-0.000000+(0.000002)*i
-0.000001+(0.000001)*i
-0.000000+(0.000001)*i
-0.000002+(-0.000000)*i
-0.000002+(-0.000000)*i
0.000001+(-0.000001)*i
-0.000004+(-0.000001)*i
-0.000003+(0.000002)*i
-0.000003+(0.000001)*i
0.000003+(-0.000000)*i
0.000000+(-0.000000)*i
-0.000001+(-0.000003)*i
-0.000002+(0.000001)*i
-0.000001+(0.000000)*i
-0.000005+(0.000000)*i
-0.000004+(-0.000002)*i
-0.000002+(0.000002)*i
-0.000001+(0.000001)*i
-0.000001+(0.000002)*i
-0.000003+(0.000001)*i
-0.000001+(0.000002)*i
-0.000002+(0.000004)*i
-0.000001+(0.000004)*i
-0.000002+(-0.000002)*i
-0.000003+(-0.000002)*i
-0.000000+(0.000003)*i
-0.000001+(-0.000002)*i
-0.000001+(0.000002)*i
-0.000003+(-0.000001)*i
-0.000002+(-0.000003)*i
-0.000001+(-0.000001)*i
-0.000002+(0.000004)*i
-0.000004+(-0.000002)*i
-0.000003+(0.000001)*i
0.000001+(-0.000004)*i
0.000003+(0.000002)*i
-0.000001+(-0.000004)*i
0.000000+(0.000002)*i
-0.000002+(-0.000000)*i
-0.000002+(-0.000002)*i
-0.000000+(-0.000001)*i
-0.000000+(-0.000002)*i
-0.000005+(-0.000000)*i
0.000001+(0.000002)*i
-0.000000+(-0.000000)*i
-0.000002+(-0.000001)*i
-0.000001+(0.000003)*i
-0.000003+(0.000001)*i
-0.000002+(-0.000000)*i
-0.000003+(-0.000002)*i
-0.000003+(0.000002)*i
-0.000001+(-0.000003)*i
-0.000002+(-0.000000)*i
0.000001+(0.000001)*i
-0.000003+(0.000002)*i
-0.000004+(-0.000000)*i
0.000001+(0.000002)*i
-0.000002+(0.000002)*i
-0.000001+(-0.000001)*i
-0.000001+(-0.000005)*i
-0.000003+(-0.000001)*i
-0.000000+(0.000002)*i
-0.000001+(-0.000001)*i
-0.000004+(-0.000001)*i
-0.000002+(-0.000001)*i
-0.000001+(0.000002)*i
-0.000000+(-0.000002)*i
-0.000001+(-0.000002)*i
0.000000+(0.000002)*i
-0.000001+(0.000000)*i
0.000000+(-0.000003)*i
-0.000001+(0.000002)*i
0.000001+(-0.000002)*i
0.000000+(-0.000002)*i
0.000000+(-0.000002)*i
-0.000000+(0.000002)*i
-0.000001+(-0.000002)*i
-0.000002+(0.000002)*i
-0.000002+(-0.000002)*i
-0.000005+(-0.000002)*i
-0.000001+(0.000001)*i
0.000000+(0.000002)*i
-0.000002+(-0.000002)*i
-0.000004+(-0.000001)*i
-0.000003+(-0.000002)*i
-0.000004+(0.000001)*i
-0.000002+(0.000001)*i
-0.000001+(0.000001)*i
-0.000002+(-0.000000)*i
-0.000000+(-0.000000)*i
-0.000000+(-0.000000)*i
-0.000001+(-0.000003)*i
0.000001+(0.000001)*i
-0.000000+(0.000001)*i
-0.000002+(0.000002)*i
-0.000001+(0.000006)*i
-0.000002+(-0.000000)*i
-0.000002+(-0.000000)*i
-0.000004+(0.000001)*i
-0.000004+(0.000000)*i
-0.000001+(0.000002)*i
-0.000004+(-0.000002)*i
-0.000000+(0.000002)*i
-0.000001+(0.000001)*i
0.000002+(0.000002)*i
-0.000001+(-0.000001)*i
0.000001+(0.000001)*i
-0.000004+(0.000001)*i
0.000000+(-0.000001)*i
-0.000000+(0.000003)*i
0.000004+(0.000002)*i
-0.000001+(0.000003)*i
-0.000002+(-0.000001)*i
-0.000003+(0.000003)*i
-0.000000+(-0.000000)*i
0.000001+(-0.000003)*i
-0.000002+(0.000001)*i
-0.000002+(-0.000004)*i
0.000001+(-0.000004)*i
-0.000000+(-0.000000)*i
0.000003+(-0.000002)*i
-0.000001+(0.000000)*i
-0.000002+(0.000000)*i
-0.000001+(0.000003)*i
-0.000003+(-0.000000)*i
-0.000001+(0.000001)*i
0.000001+(0.000001)*i
-0.000002+(-0.000001)*i
-0.000001+(-0.000001)*i
-0.000001+(0.000001)*i
0.000000+(-0.000003)*i
-0.000000+(-0.000002)*i
-0.000001+(0.000000)*i
-0.000000+(0.000003)*i
-0.000003+(0.000002)*i
-0.000002+(0.000002)*i
0.000000+(-0.000003)*i
-0.000002+(-0.000001)*i
0.000003+(-0.000001)*i
-0.000001+(-0.000001)*i
0.000003+(-0.000001)*i
0.000003+(-0.000001)*i
0.000002+(0.000000)*i
0.000004+(0.000000)*i
-0.000000+(-0.000002)*i
-0.000000+(-0.000001)*i
-0.000003+(0.000003)*i
-0.000003+(-0.000002)*i
-0.000003+(-0.000002)*i
-0.000002+(0.000002)*i
-0.000002+(0.000000)*i
0.000001+(0.000004)*i
-0.000000+(0.000000)*i
-0.000000+(-0.000001)*i
-0.000001+(0.000002)*i
0.000001+(-0.000001)*i
-0.000003+(0.000004)*i
0.000001+(-0.000002)*i
-0.000003+(0.000001)*i
-0.000004+(-0.000000)*i
-0.000002+(-0.000001)*i
-0.000003+(-0.000001)*i
-0.000002+(0.000000)*i
-0.000003+(-0.000001)*i
-0.000001+(0.000003)*i
-0.000001+(-0.000001)*i
-0.000003+(-0.000001)*i
-0.000003+(-0.000000)*i
-0.000002+(0.000002)*i
-0.000002+(0.000001)*i
-0.000001+(-0.000000)*i
-0.000002+(-0.000005)*i
-0.000001+(0.000000)*i
-0.000001+(0.000001)*i
-0.000003+(-0.000001)*i
-0.000001+(0.000000)*i
-0.000001+(-0.000001)*i
-0.000004+(-0.000001)*i
-0.000002+(-0.000003)*i
-0.000003+(0.000000)*i
-0.000001+(0.000000)*i
-0.000003+(0.000000)*i
-0.000003+(0.000000)*i
0.000000+(0.000003)*i
0.000000+(-0.000001)*i
-0.000002+(-0.000001)*i
-0.000001+(0.000000)*i
-0.000001+(0.000002)*i
-0.000003+(0.000002)*i
-0.000003+(-0.000002)*i
-0.000004+(-0.000002)*i
0.000001+(0.000000)*i
0.000001+(0.000001)*i
-0.000002+(0.000001)*i
-0.000001+(-0.000001)*i
-0.000001+(0.000001)*i
-0.000001+(-0.000002)*i
0.000001+(0.000001)*i
-0.000002+(-0.000001)*i
0.000002+(-0.000002)*i
0.000001+(-0.000002)*i
-0.000001+(-0.000002)*i
0.000001+(-0.000000)*i
-0.000001+(-0.000001)*i
-0.000001+(0.000001)*i
-0.000002+(-0.000003)*i
-0.000000+(-0.000001)*i
-0.000003+(0.000001)*i
-0.000001+(-0.000002)*i
-0.000006+(0.000000)*i
-0.000003+(-0.000000)*i
-0.000002+(-0.000001)*i
0.000000+(0.000000)*i
-0.000000+(0.000000)*i
-0.000001+(-0.000002)*i
0.000003+(-0.000001)*i
-0.000000+(0.000001)*i
-0.000001+(-0.000000)*i
-0.000000+(0.000002)*i
-0.000004+(0.000001)*i
-0.000000+(0.000002)*i
-0.000003+(0.000000)*i
0.000001+(0.000002)*i
-0.000001+(-0.000002)*i
-0.000001+(0.000002)*i
-0.000000+(0.000000)*i
-0.000000+(0.000003)*i
0.000000+(-0.000003)*i
-0.000002+(0.000000)*i
0.000003+(-0.000000)*i
-0.000001+(-0.000001)*i
0.000000+(-0.000003)*i
0.000000+(-0.000001)*i
-0.000002+(-0.000002)*i
-0.000001+(0.000003)*i
-0.000002+(-0.000003)*i
-0.000001+(-0.000003)*i
-0.000003+(-0.000001)*i
-0.000001+(-0.000002)*i
-0.000000+(-0.000001)*i
0.000002+(-0.000001)*i
-0.000000+(-0.000002)*i
-0.000002+(-0.000001)*i
-0.000002+(0.000001)*i
-0.000002+(-0.000003)*i
-0.000000+(0.000002)*i
-0.000001+(0.000001)*i
0.000001+(0.000000)*i
0.000000+(0.000001)*i
-0.000001+(-0.000002)*i
-0.000003+(0.000000)*i
-0.000002+(0.000001)*i
0.000000+(-0.000000)*i
-0.000001+(0.000000)*i
-0.000000+(-0.000003)*i
-0.000000+(0.000003)*i
0.000000+(0.000003)*i
-0.000002+(0.000000)*i
0.000001+(0.000001)*i
-0.000002+(-0.000001)*i
-0.000002+(-0.000002)*i
0.000001+(-0.000001)*i
-0.000002+(-0.000000)*i
-0.000001+(-0.000001)*i
-0.000002+(0.000000)*i
0.000000+(-0.000001)*i
-0.000002+(-0.000002)*i
-0.000004+(0.000000)*i
-0.000003+(-0.000001)*i
-0.000002+(0.000000)*i
0.000002+(0.000001)*i
-0.000000+(-0.000002)*i
-0.000004+(0.000001)*i
-0.000001+(-0.000002)*i
-0.000004+(0.000001)*i
-0.000002+(0.000000)*i
0.000001+(0.000001)*i
0.000003+(-0.000000)*i
-0.000001+(0.000002)*i
-0.000003+(0.000002)*i
-0.000001+(0.000002)*i
-0.000002+(-0.000001)*i
-0.000001+(0.000002)*i
0.000001+(-0.000000)*i
0.000000+(-0.000000)*i
-0.000001+(0.000001)*i
0.000000+(-0.000001)*i
-0.000002+(-0.000003)*i
-0.000001+(0.000000)*i
-0.000000+(-0.000002)*i
-0.000001+(-0.000001)*i
0.000000+(-0.000001)*i
0.000001+(-0.000002)*i
-0.000000+(0.000000)*i
-0.000002+(-0.000005)*i
0.000000+(-0.000002)*i
-0.000000+(-0.000001)*i
-0.000001+(-0.000001)*i
-0.000003+(-0.000002)*i
0.000003+(0.000000)*i
0.000000+(-0.000001)*i
-0.000002+(0.000004)*i
-0.000002+(-0.000000)*i
-0.000002+(-0.000001)*i
0.000000+(0.000002)*i
-0.000002+(-0.000002)*i
-0.000003+(0.000000)*i
0.000002+(-0.000002)*i
0.000000+(-0.000001)*i
0.000002+(-0.000002)*i
-0.000002+(-0.000001)*i
-0.000001+(-0.000002)*i
-0.000005+(0.000000)*i
-0.000001+(-0.000002)*i
-0.000001+(0.000003)*i
-0.000001+(0.000001)*i
-0.000003+(0.000000)*i
-0.000003+(-0.000001)*i
-0.000000+(-0.000004)*i
-0.000001+(-0.000003)*i
-0.000001+(-0.000002)*i
0.000000+(-0.000001)*i
-0.000000+(-0.000002)*i
-0.000003+(-0.000001)*i
-0.000001+(-0.000001)*i
0.000000+(0.000000)*i
-0.000000+(-0.000000)*i
-0.000002+(0.000002)*i
-0.000003+(-0.000002)*i
-0.000003+(-0.000000)*i
0.000001+(0.000001)*i
-0.000001+(0.000002)*i
0.000003+(-0.000002)*i
0.000001+(0.000000)*i
-0.000001+(-0.000001)*i
0.000000+(-0.000002)*i
-0.000000+(-0.000005)*i
0.000002+(-0.000001)*i
-0.000004+(0.000001)*i
-0.000002+(-0.000002)*i
0.000001+(-0.000000)*i
0.000001+(-0.000003)*i
-0.000001+(0.000000)*i
0.000002+(-0.000001)*i
-0.000001+(-0.000000)*i
0.000003+(-0.000002)*i
-0.000001+(-0.000002)*i
-0.000004+(0.000002)*i
-0.000003+(-0.000001)*i
-0.000001+(-0.000002)*i
-0.000002+(-0.000003)*i
-0.000002+(-0.000002)*i
-0.000003+(-0.000001)*i
-0.000002+(-0.000001)*i
-0.000002+(0.000000)*i
0.000000+(-0.000001)*i
-0.000001+(0.000004)*i
-0.000004+(-0.000000)*i
-0.000002+(0.000003)*i
-0.000002+(0.000001)*i
-0.000004+(-0.000001)*i
0.000000+(0.000000)*i
-0.000001+(0.000000)*i
0.000000+(0.000001)*i
-0.000001+(-0.000001)*i
-0.000001+(0.000001)*i
-0.000003+(-0.000003)*i
0.000000+(-0.000002)*i
-0.000001+(0.000001)*i
-0.000001+(-0.000001)*i
-0.000001+(0.000002)*i
-0.000001+(-0.000002)*i
0.000002+(-0.000001)*i
-0.000003+(0.000002)*i
0.000002+(-0.000001)*i
-0.000000+(-0.000002)*i
0.000001+(-0.000003)*i
0.000001+(-0.000002)*i
-0.000000+(-0.000003)*i
-0.000004+(-0.000000)*i
-0.000000+(-0.000001)*i
-0.000003+(-0.000003)*i
0.000002+(-0.000000)*i
-0.000003+(-0.000000)*i
-0.000002+(-0.000001)*i
-0.000002+(0.000001)*i
-0.000000+(0.000002)*i
-0.000001+(-0.000001)*i
0.000001+(-0.000003)*i
-0.000003+(-0.000000)*i
-0.000004+(-0.000001)*i
-0.000001+(-0.000001)*i
-0.000003+(0.000001)*i
0.000000+(-0.000002)*i
-0.000001+(0.000000)*i
-0.000001+(-0.000001)*i
-0.000002+(0.000001)*i
-0.000000+(0.000001)*i
-0.000003+(-0.000000)*i
0.000003+(-0.000001)*i
0.000001+(-0.000001)*i
-0.000001+(0.000002)*i
-0.000000+(0.000001)*i
-0.000000+(0.000000)*i
-0.000001+(0.000001)*i
-0.000002+(0.000001)*i
-0.000001+(0.000003)*i
0.000001+(0.000001)*i
-0.000002+(-0.000001)*i
-0.000000+(0.000000)*i
-0.000001+(-0.000001)*i
-0.000001+(0.000001)*i
-0.000000+(-0.000000)*i
0.000002+(-0.000001)*i
-0.000001+(-0.000002)*i
-0.000001+(0.000000)*i
0.000000+(0.000000)*i
-0.000002+(-0.000002)*i
-0.000001+(-0.000000)*i
0.000001+(-0.000002)*i
0.000002+(-0.000001)*i
0.000000+(-0.000001)*i
-0.000001+(-0.000003)*i
0.000001+(-0.000001)*i
0.000002+(-0.000000)*i
-0.000003+(-0.000001)*i
-0.000001+(-0.000002)*i
-0.000004+(-0.000000)*i
-0.000001+(0.000001)*i
-0.000005+(-0.000001)*i
-0.000000+(0.000001)*i
0.000002+(-0.000003)*i
0.000002+(-0.000003)*i
-0.000001+(-0.000001)*i
-0.000004+(0.000002)*i
-0.000003+(-0.000000)*i
-0.000000+(-0.000001)*i
0.000002+(-0.000000)*i
0.000004+(-0.000004)*i
-0.000003+(0.000000)*i
-0.000003+(-0.000001)*i
0.000000+(0.000000)*i
0.000003+(0.000000)*i
-0.000000+(-0.000002)*i
-0.000001+(0.000001)*i
0.000002+(0.000001)*i
-0.000001+(-0.000002)*i
-0.000001+(-0.000001)*i
-0.000001+(-0.000000)*i
-0.000002+(-0.000000)*i
-0.000002+(0.000001)*i
-0.000002+(-0.000001)*i
-0.000000+(0.000001)*i
-0.000001+(0.000001)*i
0.000004+(-0.000002)*i
0.000002+(-0.000003)*i
-0.000003+(0.000001)*i
-0.000001+(-0.000001)*i
0.000000+(0.000001)*i
-0.000000+(-0.000001)*i
-0.000003+(-0.000003)*i
-0.000003+(-0.000000)*i
-0.000001+(-0.000001)*i
-0.000000+(0.000001)*i
-0.000001+(-0.000002)*i
-0.000003+(0.000000)*i
-0.000002+(-0.000001)*i
0.000001+(-0.000001)*i
-0.000001+(0.000000)*i
0.000002+(0.000000)*i
0.000000+(0.000002)*i
⌨️ 快捷键说明
复制代码Ctrl + C
搜索代码Ctrl + F
全屏模式F11
增大字号Ctrl + =
减小字号Ctrl + -
显示快捷键?