encodes rules for time discretizing first order odes (involving first time derivatives). When solving f(u, u_dot, t) = 0 this class provides the current discrete approximation for u and u_dot as a function of (u^{n+1}, u^n). More...

#include <time_integration_rule.hpp>

Public Member Functions
	BackwardEulerFirstOrderTimeIntegrationRule ()
	Constructor.

template<typename T1 , typename T2 >
SMITH_HOST_DEVICE auto	value (const TimeInfo &, const T1 &field_new, const T2 &) const
	evaluate value of the ode state as used by the integration rule

template<typename T1 , typename T2 >
SMITH_HOST_DEVICE auto	dot (const TimeInfo &t, const T1 &field_new, const T2 &field_old) const
	evaluate time derivative discretization of the ode state as used by the integration rule

Detailed Description

encodes rules for time discretizing first order odes (involving first time derivatives). When solving f(u, u_dot, t) = 0 this class provides the current discrete approximation for u and u_dot as a function of (u^{n+1}, u^n).

Definition at line 24 of file time_integration_rule.hpp.

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

src/smith/differentiable_numerics/time_integration_rule.hpp

Public Member Functions

Detailed Description