有没有人用过CST MWS近场源的“nfd”文件
时间:10-02
整理:3721RD
点击:
下面的代码就是cst中提供的nfd文件的例子,我想照着它改成适合自己模型的场源,我需要一个频率为3Khz的时域波形作为场源。修改频率为3000、1500,尺寸放大10^6倍,场数据不变,结果总是报错
不知道是哪些指标不合格,求教高人指点!这阵子就研究这个,焦头烂额的说,求大神帮助!
! Any line starting with ! is treated as a comment line.
! All dimensions are in (meters, Hz, V/m, A/m).
! All field values are peak values of a time-harmonic signal.
!
! A single file can contain several frequency point data over a rectangular box (six surfaces).
!
! Samples are uniformly spaced in x-, y-, and z-directions, respectively.
! Tangential E and H fields are available on each surface.
!
! Let (i,j,k) be the indices along x-, y- and z-directions, respectively.
! 1 <= i <= Nx; 1<= j <= Ny; 1 <= k <= Nz
!
! For example, the Z = constant surface has x and y as tangential components.
! Each data line on this surface has "Exr Exi Eyr Eyi Hxr Hxi Hyr Hyi" (a total of 8 double precision values).
! For each x (fixed i), the y-coordinate (j) is varied and the fields at the center of the cell are written on one line.
! x = Xmin - dx/2 + i*dx
! y = Ymin - dy/2 + j*dy
!
! For example, the Y = constant surface has z and x as tangential components.
! Each data line on this surface has "Ezr Ezi Exr Exi Hzr Hzi Hxr Hxi" (a total of 8 double precision values).
! For each z (fixed k), the x-coordinate (i) is varied and the fields at the center of the cell are written on one line.
! x = Xmin - dx/2 + i*dx
! z = Zmin - dz/2 + k*dz
!
! For example, the X = constant surface has y and z as tangential components.
! Each data line on this surface has "Eyr Eyi Ezr Ezi Hyr Hyi Hzr Hzi" (a total of 8 double precision values).
! For each y (fixed j), the z-coordinate (k) is varied and the fields at the center of the cell are written on one line.
! y = Ymin - dy/2 + j*dy
! z = Zmin - dz/2 + k*dz
!
cell_number 2 2 4 !Number of cells (Nx, Ny, Nz) along x-, y- and z-directions.
cell_size 0.5e-3 0.5e-3 1e-3 !Size of each cell (dx, dy, dz) along x-, y- and z-directions.
box_min -5e-004 -5e-004 -2e-003 !Absolute location of box (Xmin, Ymin, and Zmin).
data !Each block of data represents one frequency
{
frequency 28000000000.000000
Xlower
{
-4.524009e+003, 3.113550e+003, -2.626592e+003, 3.529018e+003, 6.368089e+000, 6.740795e+000, 9.375706e-007, -1.089163e-006
-3.535356e+003, 1.905211e+003, 2.675043e+003, 3.091083e+002, 1.589618e+001, 1.933480e+001, -1.328972e-006, -8.197035e-007
3.535356e+003, -1.905211e+003, 2.675044e+003, 3.091085e+002, 1.589618e+001, 1.933480e+001, 7.933907e-007, -2.850753e-007
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}
Xupper
{
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}
Ylower
{
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-2.626592e+003, 3.529018e+003, 4.524009e+003, -3.113549e+003, -8.398503e-007, 6.178136e-007, -6.368090e+000, -6.740796e+000
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-2.626593e+003, 3.529018e+003, 4.524008e+003, -3.113550e+003, -9.784121e-007, -1.587749e-006, -6.368090e+000, -6.740796e+000
-2.626592e+003, 3.529018e+003, -4.524008e+003, 3.113550e+003, 2.788516e-007, 8.226476e-007, -6.368090e+000, -6.740796e+000
}
Yupper
{
-2.626592e+003, 3.529018e+003, -4.524008e+003, 3.113549e+003, 1.635580e-007, 3.891365e-007, 6.368089e+000, 6.740795e+000
-2.626592e+003, 3.529018e+003, 4.524008e+003, -3.113549e+003, 3.672825e-007, 1.189265e-006, 6.368090e+000, 6.740795e+000
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2.130935e+003, 5.111234e+002, 3.535356e+003, -1.905211e+003, -8.520736e-007, -5.375278e-008, 1.589618e+001, 1.933481e+001
2.130935e+003, 5.111229e+002, 3.535357e+003, -1.905211e+003, -1.265215e-006, -6.151174e-007, 1.589618e+001, 1.933480e+001
2.130935e+003, 5.111226e+002, -3.535357e+003, 1.905211e+003, 2.346885e-007, 1.170322e-007, 1.589618e+001, 1.933481e+001
-2.626592e+003, 3.529018e+003, 4.524008e+003, -3.113550e+003, 1.987973e-007, 4.273498e-008, 6.368090e+000, 6.740796e+000
-2.626592e+003, 3.529018e+003, -4.524009e+003, 3.113550e+003, -3.710768e-007, -1.681149e-007, 6.368090e+000, 6.740796e+000
}
Zlower
{
-3.340745e+003, 2.408708e+003, -3.340745e+003, 2.408708e+003, -2.322924e+000, -2.305988e+000, 2.322923e+000, 2.305987e+000
-3.340745e+003, 2.408708e+003, 3.340745e+003, -2.408707e+003, 2.322924e+000, 2.305988e+000, 2.322923e+000, 2.305987e+000
3.340745e+003, -2.408708e+003, -3.340745e+003, 2.408707e+003, -2.322925e+000, -2.305988e+000, -2.322924e+000, -2.305987e+000
3.340744e+003, -2.408708e+003, 3.340745e+003, -2.408707e+003, 2.322925e+000, 2.305988e+000, -2.322924e+000, -2.305987e+000
}
Zupper
{
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3.340745e+003, -2.408708e+003, -3.340745e+003, 2.408707e+003, 2.322924e+000, 2.305988e+000, 2.322925e+000, 2.305987e+000
-3.340744e+003, 2.408707e+003, 3.340745e+003, -2.408708e+003, -2.322924e+000, -2.305987e+000, -2.322923e+000, -2.305988e+000
-3.340744e+003, 2.408707e+003, -3.340745e+003, 2.408707e+003, 2.322924e+000, 2.305988e+000, -2.322924e+000, -2.305988e+000
}
}
data !Each block of data represents one frequency
{
frequency 14000000000.000000
Xlower
{
-3.086628e+003, 4.397997e+002, -1.833367e+003, 3.833978e+002, 4.778257e-001, 2.437206e+000, 7.990745e-007, -6.883450e-007
-3.049646e+003, 3.970164e+002, 2.674936e+003, -2.325340e+002, 1.360360e+000, 7.348403e+000, 8.008532e-007, -1.017697e-006
3.049646e+003, -3.970161e+002, 2.674936e+003, -2.325338e+002, 1.360361e+000, 7.348403e+000, -2.512346e-007, 7.741858e-007
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3.049646e+003, -3.970166e+002, 2.674935e+003, -2.325340e+002, 1.360360e+000, 7.348403e+000, 1.694006e-007, -8.753882e-008
-3.049646e+003, 3.970161e+002, 2.674936e+003, -2.325343e+002, 1.360361e+000, 7.348403e+000, -2.331358e-007, -2.241564e-007
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}
Xupper
{
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}
Ylower
{
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}
Yupper
{
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}
Zlower
{
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Zupper
{
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}
}
不知道是哪些指标不合格,求教高人指点!这阵子就研究这个,焦头烂额的说,求大神帮助!
! Any line starting with ! is treated as a comment line.
! All dimensions are in (meters, Hz, V/m, A/m).
! All field values are peak values of a time-harmonic signal.
!
! A single file can contain several frequency point data over a rectangular box (six surfaces).
!
! Samples are uniformly spaced in x-, y-, and z-directions, respectively.
! Tangential E and H fields are available on each surface.
!
! Let (i,j,k) be the indices along x-, y- and z-directions, respectively.
! 1 <= i <= Nx; 1<= j <= Ny; 1 <= k <= Nz
!
! For example, the Z = constant surface has x and y as tangential components.
! Each data line on this surface has "Exr Exi Eyr Eyi Hxr Hxi Hyr Hyi" (a total of 8 double precision values).
! For each x (fixed i), the y-coordinate (j) is varied and the fields at the center of the cell are written on one line.
! x = Xmin - dx/2 + i*dx
! y = Ymin - dy/2 + j*dy
!
! For example, the Y = constant surface has z and x as tangential components.
! Each data line on this surface has "Ezr Ezi Exr Exi Hzr Hzi Hxr Hxi" (a total of 8 double precision values).
! For each z (fixed k), the x-coordinate (i) is varied and the fields at the center of the cell are written on one line.
! x = Xmin - dx/2 + i*dx
! z = Zmin - dz/2 + k*dz
!
! For example, the X = constant surface has y and z as tangential components.
! Each data line on this surface has "Eyr Eyi Ezr Ezi Hyr Hyi Hzr Hzi" (a total of 8 double precision values).
! For each y (fixed j), the z-coordinate (k) is varied and the fields at the center of the cell are written on one line.
! y = Ymin - dy/2 + j*dy
! z = Zmin - dz/2 + k*dz
!
cell_number 2 2 4 !Number of cells (Nx, Ny, Nz) along x-, y- and z-directions.
cell_size 0.5e-3 0.5e-3 1e-3 !Size of each cell (dx, dy, dz) along x-, y- and z-directions.
box_min -5e-004 -5e-004 -2e-003 !Absolute location of box (Xmin, Ymin, and Zmin).
data !Each block of data represents one frequency
{
frequency 28000000000.000000
Xlower
{
-4.524009e+003, 3.113550e+003, -2.626592e+003, 3.529018e+003, 6.368089e+000, 6.740795e+000, 9.375706e-007, -1.089163e-006
-3.535356e+003, 1.905211e+003, 2.675043e+003, 3.091083e+002, 1.589618e+001, 1.933480e+001, -1.328972e-006, -8.197035e-007
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4.524009e+003, -3.113549e+003, -2.626592e+003, 3.529018e+003, 6.368090e+000, 6.740796e+000, -1.180250e-006, -1.054750e-006
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Xupper
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Yupper
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Zlower
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Zupper
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}
data !Each block of data represents one frequency
{
frequency 14000000000.000000
Xlower
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Xupper
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Ylower
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Yupper
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Zlower
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Zupper
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