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ac 2007-1053: a capstone analog integrated circuits ... - Icee.usm.edu

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R R13<br />

r +R r +R11<br />

C<br />

A<br />

V<br />

= =<br />

e E e<br />

and r e is found with zero input (I E = 250 µA) as V T /I E .<br />

The resulting voltage gain is about 14. The output is then buffered by an emitter follower stage.<br />

VCC<br />

R13<br />

8k<br />

U9(3)<br />

Q19<br />

V<br />

R14<br />

10k<br />

VCO1<br />

VCO2<br />

U9(1)<br />

Q2<br />

U9(2)<br />

Q3<br />

0<br />

U10(1)<br />

Q17<br />

Q18<br />

U10(2)<br />

LS1<br />

LS2<br />

R11<br />

470<br />

R12<br />

470<br />

CS_IRef<br />

Figure 6: Schematic of output amplifier and voltage-controlled current<br />

sources. Note: R14 is shown to simulate the input impedance of<br />

another device connected to the output of the PLL.<br />

Summary of Results<br />

After complete construction, integration and testing, the phase locked loop WORKED!! The<br />

students had to make sure that their PLL held up to the initial specs which they initially predicted<br />

and attempted to <strong>ac</strong>hieve. It was also important that certain performance specs be tested and<br />

tabulated so that calculations could be made for the device to be used in other configurations or<br />

with other component values. Also, these values help to compare the student's discrete PLL with<br />

other known products.<br />

Table 1 shows a comparison view of e<strong>ac</strong>h calculated and measured specification. Another point<br />

of interest is to observe the capture and lock ranges for a specific point of operation. The<br />

“capture range” is the range of input frequencies to which the PLL can grab and lock on from a

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