When the distortion is small, the second and third harmonic-distortion terms of an amplifier can be calculated

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When the distortion is small, the second and third harmonic-distortion terms of an amplifier can be calculated from the small-signal gains at the quiescent and extreme operating points. Starting with the power series given in (5.41),

(a) Calculate an expression for the small-signal gain Av = dvo/dvi.

(b) Let vi =vÌ‚i sin ωt as in (5.52), and derive expressions forA+v ,AvQ, and Aˆ’v as defined in Problem 5.7.

(c) Define two normalized differential gain error terms as

(i) E+ = (A+v ˆ’  AvQ)/AvQ

(ii) Eˆ’ = (Aˆ’ˆ’ AvQ)/AvQ

and calculate expressions for (E+ + Eˆ’) and(E+ ˆ’ Eˆ’).

(d) Compare the results of part (c) with (5.54) and (5.57) to calculate HD2 and HD3 in terms of E+ and Eˆ’.

(e) Use the results of part (d) and Problem 5.7 to calculate HD2 and HD3 for the circuit of Fig. 5.8 under the conditions given in Problem 5.7. Compare the results to the results of the Example in Section 5.3.2.

Figure 5.8

VDD M1 IR RL M2 Мз -V DD

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Analysis and Design of Analog Integrated Circuits

ISBN: 978-0470245996

5th edition

Authors: Paul R. Gray, ‎ Paul J. Hurst Stephen H. Lewis, ‎ Robert G. Meyer

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