cyclus::UniformTaylor Class Reference

Detailed Description

A class that solves the matrix exponential problem using the Taylor Series with Uniformization method.

Definition at line 14 of file uniform_taylor.h.

#include <uniform_taylor.h>

Static Public Member Functions
static Vector	MatrixExpSolver (const Matrix &A, const Vector &x_o, const double t)

Member Function Documentation

MatrixExpSolver()

Vector cyclus::UniformTaylor::MatrixExpSolver ( const Matrix &  A, const Vector &  x_o, const double  t  )

static

Solves the matrix exponential problem:

dx(t) --— = A * x(t) dt

where A is an nxn Matrix and x(t) is a nx1 Vector. The solution to this equation can be determined by calculating:

x(t) = e^(tA) * x(t=0)

Parameters

A	the Matrix
x_o	the initial condition Vector x(t=0)
t	the value for which the solution is being evaluated

Returns

the solution Vector x(t)

Exceptions

<string>

if the Uniform Taylor method cannot be used

Definition at line 12 of file uniform_taylor.cc.

---

The documentation for this class was generated from the following files:

• uniform_taylor.h
• uniform_taylor.cc