line::qsys::QsysMtginfResult< T > Struct Template Reference

Time-varying measures of the Mt/G/infinity queue. More...

#include <line/api/qsys/qsys_mtginf.h>

Collaboration diagram for line::qsys::QsysMtginfResult< T >:

Public Attributes
std::vector< T >	times
	the evaluation times
std::vector< T >	meanNumber
	m(t), the Poisson mean
std::vector< T >	varNumber
	equal to meanNumber, the law being Poisson
std::vector< T >	arrivalRate
	lambda(t)
std::vector< T >	departureRate
	delta(t) = E[lambda(t-S)]
std::vector< T >	offeredLoadPSA
	ES lambda(t), the pointwise stationary approximation.
T	meanLag
	E[Se], set only when ES2 was supplied.
std::vector< T >	lagApproximation
	ES lambda(t-E[Se]), likewise.
bool	hasLag = false
	whether the two fields above are set

Detailed Description

template<class T>
struct line::qsys::QsysMtginfResult< T >

Time-varying measures of the Mt/G/infinity queue.

Definition at line 57 of file qsys_mtginf.h.

Member Data Documentation

arrivalRate

template<class T>

std::vector<T> line::qsys::QsysMtginfResult< T >::arrivalRate

lambda(t)

Definition at line 61 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf(), line::qsys::qsys_mtgs0_mol(), and line::fluid::solver_fluid_qsys().

departureRate

template<class T>

std::vector<T> line::qsys::QsysMtginfResult< T >::departureRate

delta(t) = E[lambda(t-S)]

Definition at line 62 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf().

hasLag

template<class T>

bool line::qsys::QsysMtginfResult< T >::hasLag = false

whether the two fields above are set

Definition at line 66 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf().

lagApproximation

template<class T>

std::vector<T> line::qsys::QsysMtginfResult< T >::lagApproximation

ES lambda(t-E[Se]), likewise.

Definition at line 65 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf().

meanLag

template<class T>

T line::qsys::QsysMtginfResult< T >::meanLag

E[Se], set only when ES2 was supplied.

Definition at line 64 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf().

meanNumber

template<class T>

std::vector<T> line::qsys::QsysMtginfResult< T >::meanNumber

m(t), the Poisson mean

Definition at line 59 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf(), line::qsys::qsys_mtgs0_mol(), and line::fluid::solver_fluid_qsys().

offeredLoadPSA

template<class T>

std::vector<T> line::qsys::QsysMtginfResult< T >::offeredLoadPSA

ES lambda(t), the pointwise stationary approximation.

Definition at line 63 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf(), and line::qsys::qsys_mtgs0_mol().

times

template<class T>

std::vector<T> line::qsys::QsysMtginfResult< T >::times

the evaluation times

Definition at line 58 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf(), line::qsys::qsys_mtgs0_mol(), and line::fluid::solver_fluid_qsys().

varNumber

template<class T>

std::vector<T> line::qsys::QsysMtginfResult< T >::varNumber

equal to meanNumber, the law being Poisson

Definition at line 60 of file qsys_mtginf.h.

Referenced by line::qsys::qsys_mtginf().

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

• include/line/api/qsys/qsys_mtginf.h