Download Analog Integrated Circuits for Communication by Donald O. Pederson PDF

By Donald O. Pederson

Analog built-in Circuits for verbal exchange: rules, Simulation and layout, moment version covers the research and layout of nonlinear analog built-in circuits that shape the foundation of present-day communique structures. either bipolar and MOS transistor circuits are analyzed and several other numerical examples are used to demonstrate the research and layout options constructed during this publication.

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Example text

The large-signal properties then are developed. In both cases, only the low-frequency behavior is examined. The effects of charge storage on the time and frequency responses can be examined later using circuit simulation programs. 3. Values for the two essential transistor parameters, β (dc beta) and IS , are given in the figure. The signal inputs, (V1 , V2 ), are two ideal voltage sources, and we let both have static (dc bias) values of 0 V. 5 mA. 5 mA. 5 mA × 10 kΩ = 5 V. The voltage at the common emitters will be −VBE .

In both cases only the lowfrequency behavior is examined. The effects of charge storage on the time and frequency responses can be examined later using circuit simulation programs. 18, values for two essential MOS device parameters (VT , k ) are given in the figure and are described below. The width-to-length ratios (W/L) of the devices are also given. The signal input is taken to be a single voltage source on the left. For now it is assumed to have a static (dc bias) value of 0 V. Consequently, V1 can be considered to be a differential input signal with a zero common-mode component.

13. Large-signal equivalent circuit of EC pair. 13) V1 Vt IEE 1 + exp(d) IEE = 1 − tanh 2 = d 2 where d = V1 /Vt . 13) are obtained by V1 adding and subtracting 12 and by multiplying and dividing by exp( 2V ) = t −V1 d d exp( 2 ) or exp( 2Vt ) = exp(− 2 ). 14. The output voltages can be obtained from Vo = VCC − IC RC . Note in the figure that the input voltage is scaled with respect to Vt . 00 -6 -4 -2 0 2 4 6 d = V1 /VT Fig. 14. IC1 and IC2 as a function of d. As expected, the nature of the plots is the same as that produced by the Spice simulation of the last section.

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