微波EDA (www.tanchuguo.com) 網友回復：

• 網友回復

  
  You can select from the following functions in the Function list:
  
  abs
  Absolute value
  
  acos
  Arc cosine
  
  acosh
  Hyperbolic arc cosine
  
  ang_deg
  Angle (phase) of a complex number, cut at +/-180
  
  ang_rad
  Angle in radians
  
  asin
  Arc sine
  
  asinh
  Hyperbolic arc sine
  
  atan
  Arc tangent
  
  atanh
  Hyperbolic arc tangent
  
  avg
  Average
  
  cang_deg
  Cumulative angle (phase) of a complex number, cut at +/-180
  
  cang_rad
  Cumulative angle in radians
  
  conjg
  Conjugate of the complex number.
  
  cos
  Cosine
  
  cosh
  Hyperbolic cosine
  
  dB(x)
  20*log10(|x|)
  
  dBm(x)
  10*log10(|x|) +30
  
  dBW(x)
  10*log10(|x|)
  
  deriv
  Derivative.
  
  even
  Returns 1 if integer part of the number is even; returns 0 otherwise
  
  exp
  Exponential function (the natural anti-logarithm)
  
  im
  Imaginary part of the complex number
  
  int
  Truncated integer function
  
  integ
  Integral.
  
  j0
  Bessel function of the first kind (0th order)
  
  j1
  Bessel function of the first kind (1st order)
  
  ln
  Natural logarithm
  
  log10
  Logarithm base 10
  
  mag
  Magnitude of the complex number
  
  max
  Maximum value along a curve.
  
  max_swp
  Maximum value of a sweep.
  
  min
  Minimum value along a curve.
  
  min_swp
  Miniumum value of a sweep.
  
  nint
  Nearest integer
  
  odd
  Returns 1 if integer part of the number is odd; returns 0 otherwise
  
  pk2pk
  Peak to peak.
  
  polar
  Converts the complex number in rectangular to polar
  
  re
  Real part of the complex number
  
  rect
  Converts the complex number in polar to rectangular
  
  rem
  Fractional part
  
  rms
  Root mean square.
  
  sgn
  Sign extraction
  
  sin
  Sine
  
  sinh
  Hyperbolic sine
  
  sqrt
  Square root
  
  tan
  Tangent
  
  tanh
  Hyperbolic tangent
  
  y0
  Bessel function of the second kind (0th order)
  
  y1
  Bessel function of the second kind (1st order)

• 網友回復

  在軟件的幫助文檔里應該有這個說明，你可以好好看看

• 網友回復

  載源于無私的奉獻
           詳盡的資料全因你我的支持
           獻出一點，舉手之勞；鼓舞他人，獲取更多！
           認真發貼提高自已，幫助別人！ 從我做起！
  
  謝謝斑竹，以后有問題再向你請教。。。。。。

申明：網友回復良莠不齊，僅供參考。如需專業解答，推薦學習李明洋老師的HFSS培訓視頻，或咨詢本站專家。