Reference page for MagneticsJacobian

Contents

Summary

MagneticsJacobian methods: MagneticsJacobian - is a class. eval - Evaluate Jacobian. eval_complex - MagneticsJacobian/eval_complex is a function. init_assembly - Initialize MagneticsJacobian. Documentation for MagneticsJacobian doc MagneticsJacobian


PROPERTIES

   H1 ~= H2 performs element-wise comparisons between handle arrays H1
   and H2.  H1 and H2 must be of the same dimensions unless one is a
   scalar.  The result is a logical array of the same dimensions, where
   each element is an element-wise equality result.
   If one of H1 or H2 is scalar, scalar expansion is performed and the
   result will match the dimensions of the array that is not scalar.
   TF = NE(H1, H2) stores the result in a logical array of the same
   dimensions.
   See also MAGNETICSJACOBIAN, MAGNETICSJACOBIAN/EQ, MAGNETICSJACOBIAN/GE, MAGNETICSJACOBIAN/GT, MAGNETICSJACOBIAN/LE, MAGNETICSJACOBIAN/LT
Help for MagneticsJacobian/Ne is inherited from superclass HANDLE


METHODS

Class methods are listed below. Inherited methods are not included.

this = MagneticsJacobian(arguments) /this = MagneticsJacobian(arguments) is a constructor.

this = MagneticsJacobian(problem, symmetric)

this.eval(arguments) Evaluate Jacobian.

[J, res] = eval(this, X), where

X = discretized vector potential solution

Returns:

J = Jacobian matrix

res = residual vector

MagneticsJacobian/this.eval_complex(arguments) is a function.

[Jrr, Jri, Jir, Jii, resr, resi] = eval_complex(this, X)

this.init_assembly(arguments) Initialize MagneticsJacobian.

this = init_assembly(this, msh, fun_test, fun_shape, symmetric )