Collaboration diagram for Parallel construction of derivative matrix:

Variables
real, dimension(:,:,:), allocatable	allglobal::dbbdrz
	derivative of magnetic field w.r.t. geometry (?)

real, dimension(:,:), allocatable	allglobal::diidrz
	derivative of spectral constraints w.r.t. geometry (?)

real, dimension(:,:,:,:,:), allocatable	allglobal::dffdrz
	derivatives of B^2 at the interfaces wrt geometry

real, dimension(:,:,:,:), allocatable	allglobal::dbbdmp
	derivatives of B^2 at the interfaces wrt mu and dpflux

real, dimension(:,:,:,:,:), allocatable	allglobal::hdffdrz
	derivatives of B^2 at the interfaces wrt geometry 2D Hessian;

real, dimension(:,:,:,:,:), allocatable	allglobal::denergydrr
	derivatives of energy at the interfaces wrt geometry 3D Hessian;

real, dimension(:,:,:,:,:), allocatable	allglobal::denergydrz
	derivatives of energy at the interfaces wrt geometry 3D Hessian;

real, dimension(:,:,:,:,:), allocatable	allglobal::denergydzr
	derivatives of energy at the interfaces wrt geometry 3D Hessian;

real, dimension(:,:,:,:,:), allocatable	allglobal::denergydzz
	derivatives of energy at the interfaces wrt geometry 3D Hessian;

Detailed Description

The derivatives of force-balance, \([[p+B^2/2]]\), and the spectral constraints (see sw03aa()), with respect to the interface geometry is constructed in parallel by dforce().
force-balance across the \(l\)-th interface depends on the fields in the adjacent interfaces.

Variables