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斑竹,是否有report設計詳細講解資料

文章来源: 互联网    录入: mweda.com   

是否有report中關于category、quantity、function項目的詳細說明,特別是function項下所有選項的說明。有時候我按照資料學習,但是不知道自己分析出來的是什么東西。麻煩你指導一下,謝謝!

微波EDA (www.mweda.com) 网友回复:

  • 网友回复


    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)
  • 网友回复

    在软件的帮助文档里应该有这个说明,你可以好好看看
  • 网友回复

    载源于无私的奉献
             详尽的资料全因你我的支持
             献出一点,举手之劳;鼓舞他人,获取更多!
             认真发贴提高自已,帮助别人! 从我做起!

    謝謝斑竹,以后有問題再向你請教。。。。。。

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