she Directory Reference

Directories
directory	postproc
directory	scattering

Files
file	assemble_all.hpp [code]
	Generic assembly of traps is implemented here.
file	assemble_boundary.hpp [code]
file	assemble_common.hpp [code]
	Common routines for the assembly of SHE equations.
file	assemble_scattering.hpp [code]
	Generic assembly of the scattering operator(s) is implemented here.
file	assemble_streaming.hpp [code]
	Assembly of the free-streaming operator is implemented here.
file	assemble_timederivative.hpp [code]
file	assemble_traps.hpp [code]
	Generic assembly of traps is implemented here. At the moment only SRH type traps are supported.
file	boundary_conditions.hpp [code]
	Writes the SHE boundary conditions to the mesh.
file	df_wrappers.hpp [code]
	Provides a convenience wrapper for accessing the distribution function coefficients over the device.
file	eliminate.hpp [code]
	Implements the elimination and the recovery of odd-order unknowns from the discrete system of equations.
file	exception.hpp [code]
	Provides the exceptions used inside the viennashe::she namespace.
file	expansion_order.hpp [code]
	Provides all routines for distributing unknown indices (dofs) over the device. Includes expansion order smoothing routines.
file	harmonics_coupling.hpp [code]
	Provides the SHE coupling matrices and computes higher-order coupling matrices if required. May be replaced by ViennaMath in the future.
file	linear_solver.hpp [code]
	Provides the linear solvers for SHE.
file	log_keys.h [code]
	Defines the log keys used within the viennashe::she namespace.
file	rescaling.hpp [code]
	Rescales the linear system such that unknowns are approximately the same order of magnitude.
file	setup_energies.hpp [code]
	Writes the kinetic energies to each nodes in the (x,H)-domain.
file	she_quantity.hpp [code]
	Defines a SHE quantity in (x, H)-space for use within the solvers of ViennaSHE.
file	timestep_quantities.hpp [code]
	A container of all quantities defined for a certain timestep t.
file	transfer_to_new_h_space.hpp [code]
	Interpolation of a solution defined in one H-space to another H-space (required by Newton's method)