Articles

Optimization Design of Two-Stage Operational Amplifier with Frequency Compensation via Geometric Programming

Expand
  • (School of Electronic Information and Electrical Engineering, Shanghai Jiaotong University, Shanghai 200240, China)  

Received date: 2009-08-03

  Online published: 2012-01-12

Abstract

 An optimization design technique to
obtain global solution for a two-stage operational amplifier
(op-amp) with frequency compensation is presented. This frequency
compensation technique can adjust the equivalent resistance to
guarantee that the phase margin is stable even though circumstance
temperature varies. Geometric programming is used to optimize the
component values and transistor dimensions.  It is used in this
analog integrated circuit design to calculate these parameters
automatically.  This globally optimal amplifier obtains minimum power
while other specifications are fulfilled.

Cite this article

LI Dan (李 丹), RONG Meng-tian (戎蒙恬), SHU Guo-hua (殳国华) . Optimization Design of Two-Stage Operational Amplifier with Frequency Compensation via Geometric Programming[J]. Journal of Shanghai Jiaotong University(Science), 2011 , 16(6) : 648 -651 . DOI: 10.1007/s12204-011-1205-5

References

1  Grasso A D, Palumbo G, Pennisi S. Comparison of the frequency

compensation techniques for CMOS two-stage Miller OTAs [J].

Circuits and Systems II: Express Briefs,   2008, 55  (11):

1099-1103.

2  Tadeparthy P.   An improved frequency compensation technique for

low power, low voltage CMOS amplifiers [C]//  IEEE International

Symposium on Circuits and Systems.   British Columbia, Canada: IEEE,

2004: 497-500.

3  Black W C, Allstot D J, Reed R A.   A high performance low power

CMOS channel filter [J].  IEEE Journal of Solid-State Circuits, 

1980, 15  (6): 929-938.

4  Ziazadeh R M, Ng H T, Allstot J.   A multistage amplifier

topology with embedded tracking compensation [C]//  Custom

Integrated Circuits Conference. Santa Clara, USA:IEEE, 1998:

361-364.

5  Hershenson M M, Boyd S P, Lee T H.   Optimal design of a CMOS

op-amp via geometric programming [J].  IEEE Transaction on  

Computer-Aided Design of Integrated Circuits and Systems, 2001,

     20  (1): 1-20.

6  Duffin R J, Peterson E L, Zener C.   Geometric

programming-theory and application [M]. New York: Wiley, 1967.

7  Nesterov Y, Nemirovsky A.   Interior-point polynomial methods in

convex programming [M]. Philadelphia, USA: SIAM, 1994.

8  Li D, Shu G H, Rong M T.   Tradeoff design for analog integrated

circuits via geometric programming [C]//  IEEE 8th International

Conference on ASIC.   Changsha, China: IEEE, 2009: 824-826.
Options
Outlines

/