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234 Linear Amplifier <strong>Design</strong> Tools<br />

Table 7.2.<br />

RO<br />

(DetM)-'<br />

Register Assignments and Address Sequences for Bilinear Coefficient<br />

Program A7-\<br />

RI<br />

z,<br />

R2<br />

R3<br />

z,<br />

R4<br />

W,<br />

R5<br />

z)<br />

R6<br />

W)<br />

R7 R8" R9<br />

D" D" D 12<br />

a, a, a)<br />

For DetM<br />

For aJ<br />

Register C<br />

56 8 34 8 I 0<br />

56834827'<br />

For a,: 6 4 I 9, 2 6 3 9, and 4 2 5 9<br />

For a,: 34 9 8 7 3 8 4 8<br />

Register D<br />

12856830<br />

12 8 56 8 4 7'<br />

Register E<br />

34812850<br />

34 8 12 8 6 7'<br />

QR8 used for scratch during det M and a l<br />

calculations.<br />

b Add digits I 7 by +0.o00ooo17.<br />

register assignments and sequences in Table 7.2. For example, consider the a3<br />

computation from (7.14) according to the register address sequence shown in<br />

Table 7.2. Register 6 (the primary and secondary pair) contains complex w 3<br />

'<br />

and register 4, containing w z , is subtracted from that; the result is multiplied<br />

by Z, from register I, and this is summed into the register-9 pair. Digit pairs<br />

are required when incorporating the P; values defined in (7.8). The az calculation<br />

according to (7.7) requires the sequence shown in Table 7.2; there,<br />

P,=Z,wz from registers 3 and 4, and this is multiplied by a 3 from register 9,<br />

and so on. Table 7.3 contains a consistent set <strong>of</strong> data to test program<br />

operation.<br />

There are also means for determining the bilinear coefficients in (7.1) when<br />

the (Z;, w;) data are noisy and i>3, as occurs for measured data pairs. In this<br />

case, the data pairs require weighting. Suppose that one measured w value is a<br />

moderately large impedance and another is a very small impedance. If the<br />

measurement error is related in any fixed way to ohms, then the latter value is<br />

much less reliable than the former. Kajfez has developed a reasonable weighting<br />

scheme in light <strong>of</strong> the bilinear functions involved. His computation can be<br />

Table 7.3. A Set <strong>of</strong> Bilinear Function Coefficient Data for Program A7-1<br />

z; Wi Pi a;<br />

I<br />

2<br />

3<br />

0.1 /30 0<br />

0.5 /60 0<br />

l.l /-w<br />

0.1732 /-7.8675 0<br />

0.4473 /129.505 0<br />

0.5099 / - 30.324"<br />

0.0173 /22.1325 0<br />

0.6 /75 0<br />

0.5609 / - 40.324 0 1.4 /130"<br />

0.2237 /189.505 0 0.18 /_23 0<br />

D 12 =0.2406 /10.4056 0 ,<br />

D 31 =0.5531 /-41.9136 0 ,<br />

D23~0.7256 /153.3009 0<br />

det M ~0.4627 /10.4030 0

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