Package jline.api.npfqn
Class Npfqn_traffic_idc
java.lang.Object
jline.api.npfqn.Npfqn_traffic_idc
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Nested Class Summary
Nested ClassesModifier and TypeClassDescriptionstatic interfaceService-IDC handle whose per-queue evaluation time differs by queue. -
Field Summary
FieldsModifier and TypeFieldDescriptiondouble[]double[]double[]double[]double[]intdouble[]double[]double[]double[]Matrix[] -
Method Summary
Modifier and TypeMethodDescriptiondouble[]iaFun(double t) Solve the time-dependent IDC equations (eq.static Npfqn_traffic_idcnpfqn_traffic_idc(double[] lambda0, Matrix P, double[] c2a0, IdcFunction a0IdcFun, double[] mu, double[] cs2, Npfqn_traffic_idc.PerQueueIdc sIdcFun, boolean useAlpha, boolean useBeta) Traffic variability equations for the RQNA.
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Field Details
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K
public int K -
lambda0
public double[] lambda0 -
mu
public double[] mu -
cs2
public double[] cs2 -
c2a0
public double[] c2a0 -
P
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Xi
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lambda
public double[] lambda -
rho
public double[] rho -
lam_ji
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c2alpha
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zetaAll
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c2a
public double[] c2a -
c2aij
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c2d
public double[] c2d -
c2x
public double[] c2x -
a0IdcFun
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sIdcFun
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Method Details
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npfqn_traffic_idc
public static Npfqn_traffic_idc npfqn_traffic_idc(double[] lambda0, Matrix P, double[] c2a0, IdcFunction a0IdcFun, double[] mu, double[] cs2, Npfqn_traffic_idc.PerQueueIdc sIdcFun, boolean useAlpha, boolean useBeta) Traffic variability equations for the RQNA.- Parameters:
lambda0- external arrival rate into each queue (length K)P- KxK routing matrix among queuesc2a0- asymptotic IDC (SCV) of each external arrival process (length K)a0IdcFun- external arrival IDC handle, a0IdcFun(t) -> length-K vectormu- service rate at each queue (length K)cs2- service SCV at each queue (length K)sIdcFun- service IDC handle, sIdcFun(t) -> length-K vectoruseAlpha- include the alpha_{i,j} correction terms (eq. 34)useBeta- include the beta_i correction terms (eqs. 38-39)- Returns:
- populated context with a callable iaFun(t)
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iaFun
public double[] iaFun(double t) Solve the time-dependent IDC equations (eq. 43) at a single time t.- Parameters:
t- time argument- Returns:
- length-K vector of total arrival IDCs I_{a,i}(t)
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