m_coord_transform_toroidal::toroidaltransform Interface Reference

Toroidal coordinates given by. More...

Inheritance diagram for m_coord_transform_toroidal::toroidaltransform:

Public Member Functions
	init_toroidaltransform

Public Attributes
real(wp)	major_radius
	The major radius of the toroidal coordinate system.
real(wp)	minor_radius
	The minor radius of the toroidal coordinate system.
Public Attributes inherited from m_coord_transform_abstract::coordtransformabstract
logical	is_orthogonal
	Indicates whether the transformation is orthogonal.
logical	has_polar_xy_singularity
	Indicates whether the transformation has a polar-like singularity (Jacobian \propto x) in the logical xy-plane.

Detailed Description

Toroidal coordinates given by.

\begin{eqnarray*} x &= (R0 + R1 xp \sin(2 \pi yp)) \cos(2 \pi zp)\\ y &= (R0 + R1 xp \sin(2 \pi yp)) \sin(2 \pi zp)\\ z &= R1 xp \cos(2 \pi yp) \end{eqnarray*}

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The documentation for this interface was generated from the following file:

• /builds/rwr/bspline_feec/src/coord_transform/m_coord_transform_toroidal.f90