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        • Cone.d_Phi_phi
          • Cone.d_Phi_phi()
    • Cone.d_Phi_phi
      • Cone.d_Phi_phi()
    Source

    Cone.d_Phi_phi¶

    Cone.d_Phi_phi(r, phi, z)¶

    Derivative of the surface function considering the polar angle

    \[\begin{split}\frac{\partial\Phi}{\partial\phi}(r(z),\phi,z)= \begin{bmatrix}-r(z)\sin(\phi)\\r(z)\cos(\phi)\\0\end{bmatrix}\end{split}\]

    with polar angle \(\phi\) and radius function along the \(z\)-axis

    \[r(z)=r_1+\frac{r_2-r_1}{l-1}(z-1)\]

    with radii \(r_1\) and \(r_2\) and cone length \(l\).

    Parameters:
    rfloat

    Radius

    phifloat

    Polar angle

    zfloat

    Distance ins z-axis

    Returns:
    poslist

    Cartesian coordinates for given polar coordinates

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    © Copyright 2021, Hamzeh Kraus.
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