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Since a transmission line is symmetrical, the measurement of the open circuit and short circuit impedances is enough to determine the ABCD constants.
In figure as shown below Vs and Vr represents the sending end voltage and receiving end voltage respectively Also the currents I (^) S and I (^) R are entering and leaving the network respectively. The two-port network has a pair of input terminals and a pair of output terminals. When a voltage V s is supplied to input terminals, the input & output currents, I s and I (^) r , flow & an output voltage V r is produced. There are therefore 4 variable quantities V s , I s , V (^) r and I r for a two-port network. If the elements are supposed to be linear, then there are a number of ways in which we can write the relationships. One such way is termed ABCD parameters the sending end voltage and current are then defined in terms of the ABCD parameters as
From (2.1) we see that
This implies that A is the ratio of sending end voltage to the open circuit receiving end voltage. This quantity is dimension less. Similarly,
i.e., B , given in Ohm, is the ratio of sending end voltage and short circuit receiving end current. In a similar way we can also define
The parameter D is dimension less.
Eq. (2.2)
Eq. (2.1)
Eq. (2.3)
Eq. (2.4)
Eq. (2.5)
Eq. (2.6)
Description: < Since a transmission line is symmetrical, the measurement of the open circuit and short circuit impedances is enough to determine the ABCD constants >
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