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IETE Journal of Research Volume 28, 1982 - Issue 11
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Original Articles

The Stability Analysis of a Class of Time-Delay Systems: Analytical Circle Criterion Approach

S.K. MukherjeeDepartment of Electrical Engineering, Regional Institute of Technology, Jamshedpur831 014.
(Member)
Pages 593-596 | Received 28 Nov 1979, Published online: 10 Jul 2015

REFERENCES

  • Narendra (K S) & Cho (Y S): An Off-Axis Circle Criterion for the Stability of Feedback Systems with Monotonic Non- linearity. IEEE Trans. AC-13, 4; 1968; 413–416.
  • Narendra (K S) & Taylor (J H). Frequency Domain Criteria for Absolute Stability. 1973. Academic Press Inc., New York, P 234–242.
  • Shapiro (E Y). Circle Criterion for Non-linear System Instability. Control Engineering. 17, 3; 1970; 81–83.
  • Moore (J B). Circle Criteria in the Parameter Plane. Proc. IEE. 115, 4; 1968; 577–580.
  • Mees (A). Describing Functions: Circle Criteria and Multiple Loop Feedback Systems. Proc. IEE. 120, 2; 1973; 126–130.
  • Rohella (R S) & Chatterjee (B). Effect of Time Delay on Nonlinear Systems. J. Inst. Electron, and Telecomm. Engr. 25, 9; 1979; 386–388.
  • Mukherjee (S K). A Simple Method for Determining Limit Cycle Oscillations in Nonlinear Systems. J. Inst. Electron. & Telecomm. Engrs. 25, 11: 1979; 453–456.
  • Mukherjee (S K). Design and Analysis of Nonlinear Retarded Control Systems. J. Inst. Electron. & Telecomm, Engrs. 24, 9; 1978; 374–376.
  • Mukherjee (S K) & Dasgupta (S). The Analysis of Control Systems with Transport Lag. IEEE Trans. IECI-26, 2; 1979; 116–119.
  • Mukherjee (S K) & Aggarwal (S). On Certain Aspects of Linear Retarded Control Systems. Proc. Nat. Syst. Conference, Coimbatore. 1977; L 1.1–1.8.
  • Agrawal (S). Circle Criterion; an Alternative Approach to a Class of Systems. M. Tech. Thesis. Department of Electrical Engineering, Regional Institute of Technology, Jamshedpur. 1978.

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