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The small-signal amplifications are calculated for several bias points
using the equation:K = -Gm1* Xp* RL [7)
The values of Gm1, Xp, eL, and eb may be tabulated and the amplifica-
tions calculated as indicated in the following example:Example 8. Calculate the amplification of the amplifier of Example 7
at bias values of -0.5, -1.0, -1.5, -2.0, and -2.5 volts.
Assume RL = 19,000 ohms..
ec1 -0.5 -1.0 -1.5 -2.0 -2.5 volts .
Ip 7.0 4.6 2.8 1.7 0.8 ma
eL 133 87.5 53.2 32.3 15.2 volts
eb 67 112.5 146.8 167.7 184.8 volts
eb/Ec2 0.67 1.1 1.5 1.7 1.8
Xp 0.96 0.97 0.98 0.99 0.99
Gm1 5300 4200 3000 2000 1000 umhos
K -96.7 -77.3 -55.9 -37.6 -18.8
.The above data is based on an RL of 19,000 ohms.
DISTORTION
If the distortion is primarily second harmonic, it can be calculated
using Equation 15. If the tube in Example 8 is biased at -1.5 volts,
and the grid swing is 1 volt peak to peak, the distortion is 8.6% and
the peak-to-peak output is 55.2 volts. With 2 volts, however, D is 16.9%
and the output voltage is 118 volts.
POWER DISSIPATIONS IN THE PENTODE
Both the plate dissipation and the screen dissipation must be considered
in the pentode amplifier. As in the triode ( see page 13 ), the maximum
plate dissipation is:Ppm = 0.5 Ebz* Ibm (17)
The maximum screen dissipation, on the other hand, occurs at maxi-
mum screen current because of the constant screen voltage. The screen
current at any value of plate current may be found from the nominal
plate current by using the screen correction factor, Xc2 applying at the
conditions in question. The screen dissipation is:Pc2 = Ec2* Ip* Xc2 (18)
17
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Copyright 2008 for Phyllis K. Pullen, M.D.,
by Robert J. Legg