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TrackPropagation
RungeKutta
src
RK4OneStep.cc
Go to the documentation of this file.
1
#include "
RK4OneStep.h
"
2
#include "
RKCartesianDerivative.h
"
3
4
#include <iostream>
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6
CartesianState
7
RK4OneStep::operator()
(
const
CartesianState
&
start
,
const
RKCartesianDerivative
& deriv,
8
double
step
)
const
9
{
10
double
s0 = 0;
// derivatives do't depend on absolute value of the integration variable
11
CartesianState
k1 = step * deriv( s0, start);
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CartesianState
k2
= step * deriv( s0+step/2, start+k1/2);
13
CartesianState
k3 = step * deriv( s0+step/2, start+k2/2);
14
CartesianState
k4 = step * deriv( s0+step, start+k3);
15
/*
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std::cout << "k1 = " << k1.position() << k1.momentum() << std::endl;
17
std::cout << "k2 = " << k2.position() << k2.momentum() << std::endl;
18
std::cout << "k3 = " << k3.position() << k3.momentum() << std::endl;
19
std::cout << "k4 = " << k4.position() << k4.momentum() << std::endl;
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*/
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CartesianState
result
= start + k1/6 + k2/3 + k3/3 + k4/6;
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return
result
;
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}
dqm_diff.start
tuple start
Check for commandline option errors.
Definition:
dqm_diff.py:58
relval_steps.k2
k2
Definition:
relval_steps.py:1579
RK4OneStep.h
RKCartesianDerivative.h
mps_fire.result
tuple result
Definition:
mps_fire.py:83
RK4OneStep::operator()
CartesianState operator()(const CartesianState &start, const RKCartesianDerivative &deriv, double step) const
Definition:
RK4OneStep.cc:7
relval_parameters_module.step
string step
Definition:
relval_parameters_module.py:36
CartesianState
Definition:
CartesianState.h:8
RKCartesianDerivative
Definition:
RKCartesianDerivative.h:6
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