EE 435 HW 2 Spring 2012

EE 435 HW 2 Spring 2012 - EE 435 Homework 2 Spring 2012 Due...

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Page 1 of 3 EE 435 Homework 2 Spring 2012 Due Friday Jan 27 In the following problems, if reference to a semiconductor process is needed, assume processes with the following characteristics: CMOS Process -- n C OX =100 A/v 2  p C OX = n C OX /3 ,V TNO =0.5V, V TPO = - 0.5V, C OX =2fF/ 2 , n p= 0.01V -1 , and    V   Bipolar Process -- J S =10 -15 A/ 2 , β=100 and V AF =150V. Problem 1 The gain of the following feedback amplifier was derived in class and it was shown that if the gain G M is large that the feedback gain approaches -R 2 /R 1 . Determine the gain of the feedback amplifier if the load resistor R L (shown in the second part of the figure) is included and determine how that load resistor affects the gain of the feedback amplifier if G M is large. V IN R 1 R 2 G M V OUT V IN R 1 R 2 G M V OUT R L Problem 2 Assume the amplifier shown is designed in a 0.5μ CMOS process. and that V DD =5V and V SS =-1.5V.
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EE 435 HW 2 Spring 2012 - EE 435 Homework 2 Spring 2012 Due...

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