-dlosses: Compute dielectric losses

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 # Flags: nomenu, noprompt, nomessage,                                        #
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 # section: -dlosses                                                          #
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 # symbol    = h_1                                                            #
 # quantity  = h                                                              #
 # solution  = 1                                                              #
 # bbxlow =    -1.0000e+30, bbylow =    -1.0000e+30, bbzlow =    -1.0000e+30  #
 # bbxhigh=     1.0000e+30, bbyhigh=     1.0000e+30, bbzhigh=     1.0000e+30  #
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 # @muepower : undefined               (symbol: undefined, m: 1)              #
 # @epspower : undefined               (symbol: undefined, m: 1)              #
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 # doit, ?, return, end, help, ls                                             #
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In this section you may compute dielectric losses. The result of the computation is available as the symbolic variables @muepower, @epspower. The dielectric losses are computed as:

For electric fields:

$$\frac{1}{m} \int \vec{E} \cdot \kappa_e \vec{E} \; dV = {\rm @epspower \; [VA]}$$

For magnetic fields:

$$\frac{1}{m} \int \vec{H} \cdot \kappa_m \vec{H} \; dV = {\rm @muepower \; [VA]}$$

The integration is performed over the specified volume. The time-averaging factor m is 2 for resonant fields, and 1 for nonresonant fields.

• symbol= QUAN_ISOL:
  This is the full name of the symbol to be processed. This field has to be a 3D-H-field.
• quantity= QUAN:
  This is the first part of the "symbol".
• solution= ISOL:
  This is the last part of the "symbol", the index of the "symbol".
• frequency:
  If "auto", the frequency is taken from the dataset. If frequency is specified as a number, that value is taken for the integrand.
• bbxlow=,bbxhigh=,bbylow=bbyhigh=,bbzlow=,bbzhigh=:
  Specifies the coordinates of a bounding box. Only the fields that lie within the box are used for integrating the losses.
• doit:
  The integral is performed, the result is shown in the menu. The result is available as the symbol @epspower or @muepower for subsequent calculations.