- ONE PORT NETWORK:-
Fig(a) ONE PORT NETWORK |
- TWO PORT NETWORK:-
Fig(b) TWO PORT NETWORK |
DIFFERENT PARAMETERS OF TWO PORT NETWORK:-
- IMPEDANCE OR OPEN CIRCUIT "Z" PARAMETER.
- "Y" - PARAMETER OR SHORT CIRCUIT PARAMETERS.
- "H" - PARAMETERS OR HYBRID PARAMETERS.
- TRANSMISSION PARAMETERS OR ABCD PARAMETERS.
❋ OPEN CIRCUIT "Z" PARAMETER:-
⇨Consider the above Network in this two port network each input voltage V1 and output voltage V2 is expressed in terms of input current I1 and Output Current I2 respectively.
⇨According to ohm's law........
V = R×I
But here,. R = Z so,
[V] = [Z]×[I] ................(1)
⇨In matrix form..........
..................(2)⇨From the figure of two port network we can write down the equation of V1&V2 which is exactly Same as KVL equation..........
V1 = Z11×I1 + Z12×I2 ..............(3)
V2 = Z21×I1 + Z22×I2 ..............(4)
➝ASSUMING OUTPUT PORT IS OPEN CIRCUITED (I2=0):-
Put I2= 0 in Equation Number (3)&(4)......
V1= Z11×I1
∴ Z11 = V1/I1|I2=0 ......................(5)
And. V2 = Z21×I1
∴ Z21 = V2/I1|I2=0 ......................(6)
➝ASSUMING INPUT PORT IS OPEN CIRCUITED (I1=0) :-
Now put I2=0 in Equation Number (3)&(4)......
V1 = Z12×I2
∴ Z12 = V1/I2|I1=0 ....................(7)
V2 = Z22×I2
V2 = Z22×I2
∴ Z22 = V2/I2|I1=0 ................,...(8)
Where ;
- Z11&Z22 = DRIVING IMPEDANCE OF INPUT AND OUTPUT RESPECTIVELY.
- Z12&Z21 = TRANSFER IMPEDANCE OF INPUT AND OUTPUT RESPECTIVELY.
✱EQUIVALENT MODEL OF"Z" PARAMETER:-
Fig(d) EQUIVALENT MODEL OF Z PARAMETER
.....................Thank you 🙂👍...................
Nicely explaine two port network theory... Well work bro....
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ReplyDeletegood job sir
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