- #1
smoodliar
- 4
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Hi
I am trying to model the behaviour of 2 independent ON-OFF sources. My state diagram is as follows
state 0 = both sources are OFF
state 1 = 1 of the sources are ON
state 2 = both sources are ON
The transition rates are given as
BIRTH RATE = lamda(i) = (N-I)*lamda
DEATH RATE = alpha(i) = i*alpha
So in my case N = 2.
I understand how to obtain the steady state distribution and the infinitesimal generation matrix. But I don't know how to obtain the transition probability matrix.
Reference taken from (see attached file):
netsys.kaist.ac.kr/~lectures/EE627_2009/material/EE627_1.ppt
Any help will be appreciated
I am trying to model the behaviour of 2 independent ON-OFF sources. My state diagram is as follows
state 0 = both sources are OFF
state 1 = 1 of the sources are ON
state 2 = both sources are ON
The transition rates are given as
BIRTH RATE = lamda(i) = (N-I)*lamda
DEATH RATE = alpha(i) = i*alpha
So in my case N = 2.
I understand how to obtain the steady state distribution and the infinitesimal generation matrix. But I don't know how to obtain the transition probability matrix.
Reference taken from (see attached file):
netsys.kaist.ac.kr/~lectures/EE627_2009/material/EE627_1.ppt
Any help will be appreciated