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Let the origin of a coordinate system be located at the right angle C; let the positive x-axis contain leg CA and the positive y-axis leg CB [see Fig. 2-7(a)]. Vertex A has coordinates (b, 0), where b = CA; and vertex B has coordinates (0, a), where a = BC. Let M be the midpoint of the hypotenuse. By the midpoint formulas (2.2), the coordinates of M are (b/2, a/2).

CHAP. 1]

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Two of the h parameters are determined by short-circuiting port 2, while the remaining two parameters are found by open-circuiting port 1: V1 h11 1:16 I1 V2 0 V h12 1 1:17 V

Fig. 2-7

2 I1 0

1:18 1:19

CHAP. 2]

2 I1 0

Summary

Example 1.7. Find the z parameters for the two-port network of Fig. 1-9. With port 2 (on the right) open-circuited, I2 0 and the use of (1.10) gives V R R R3 R1 k R2 R3 1 2 z11 1 R1 R2 R3 I1 I2 0

and by the distance formula (2.1),

I1 + V1 _ R1 R2 I2 + V2 _

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Fig. 1-9 Also, the current IR2 owing downward through R2 is, by current division, IR2 But, by Ohm s law, V2 IR2 R2 Hence, by (1.12), z21 V2 R1 R2 I1 I2 0 R1 R2 R3 R1 R2 I R1 R2 R3 1 R1 I R1 R2 R3 1

MC = For any positive numbers u, v,

Similarly, with port 1 open-circuited, I1 0 and (1.13) leads to V R R R3 R2 k R1 R3 2 1 z22 2 R1 R2 R3 I2 I1 0 The use of current division to nd the current downward through R1 yields IR1 and Ohm s law gives V1 R1 IR1 R1 R2 I R1 R2 R3 2 R2 I R1 R2 R3 2

Example 1.8. Find the h parameters for the two-port network of Fig. 1-9. With port 2 short-circuited, V2 0 and, by (1.16), V R1 R3 h11 1 R1 kR3 I1 V2 0 R1 R3 By current division, I2 so that, by (1.18), h21 I2 R1 I1 V2 0 R1 R3 R1 I R1 R3 1

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1. Another term for an accounting period is an _______. 2. The statement that shows net income for the period is known as the ______ statement. 3. Two groups of items that make up the income statement are _____ and _________. 4. Assets must equal _________. 5. Expense and income must be matched in the same ___________. Answers: 1. accounting statement; 2. income; 3. income, expense; 4. lia bilities and capital; 5. year or period

Hence, MA = MC. [For a simpler, geometrical proof, see Fig. 2-7(b); MD and BC are parallel.]

If port 1 is open-circuited, voltage division and (1.17) lead to V1 and h12 R1 V R1 R3 2 V R1 1 V2 I1 0 R1 R3

Finally, h22 is the admittance looking into port 2, as given by (1.19): h22 I2 1 R R2 R3 1 V2 I1 0 R2 k R1 R3 R2 R1 R3

The z parameters and the h parameters can be numerically evaluated by SPICE methods. In electronics applications, the z and h parameters nd application in analysis when small ac signals are impressed on circuits that exhibit limited-range linearity. Thus, in general, the test sources in the SPICE analysis should be of magnitudes comparable to the impressed signals of the anticipated application. Typically, the devices used in an electronic circuit will have one or more dc sources connected to bias or that place the device at a favorable point of operation. The input and output ports may be coupled by large capacitors that act to block the appearance of any dc voltages at the input and output ports while presenting negligible impedance to ac signals. Further, electronic circuits are usually frequency-sensitive so that any set of z or h parameters is valid for a particular frequency. Any SPICE-based evaluation of the z and h parameters should be capable of addressing the above outlined characteristics of electronic circuits.

Fig. 2-8

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