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Appendix H 475<br />

Simplified Notations<br />

The equations describing the element values <strong>of</strong> some <strong>of</strong> the networks can be<br />

clarified by the use <strong>of</strong> more simplified notations. This has been done in the<br />

charts by substitution <strong>of</strong> symbols for some <strong>of</strong> the more complicated relationships.<br />

These symbols represent the following expressions:<br />

1. The coefficients A, B, D, and E represent various combinations <strong>of</strong> L<br />

and C. They can be determined from the applicable equations on the<br />

chart.<br />

2. W=A(A-p 2 )/P(AD-PE),<br />

X=(A-P')/(E-PD),<br />

Y = (AD - PE)/(A - p 2 ),<br />

z= P(E-PD)/(A- p 2 ),<br />

where P=(~+ )B 2 -4A )/2.<br />

,..-----------<br />

3. Q= L,C J<br />

+L,C.+L.C.+ ~(L,C3 + L3C.+L.C.)' - 4L3L.C3C•.<br />

4. S=L 3 C 3 +L,C 3 + L.C.+ ~(L3C3 + L.C.+L.C3)2 - 4L3L.C3C•.

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