Optimal Biquadratic Approximation of the Fractional-Order Laplacian Operator Yielding Improved Constant-Phase Behavior
Author:
Affiliation:
1. Dr. B. C. Roy Engineering College,Dept. of Electrical Engineering,Durgapur,India
2. Jadavpur University,Dept. of Instrumentation and Electronics Engineering,Kolkata,India
3. University of Calcutta,Dept. of Applied Physics,Kolkata,India
Publisher
IEEE
Link
http://xplorestaging.ieee.org/ielx7/10059459/10059604/10059691.pdf?arnumber=10059691
Reference26 articles.
1. On the biquadratic approximation of fractional-order Laplacian operators
2. Second order approximation of the fractional laplacian operator for equal-ripple response
3. Rational Approximation and Analog Realization of Fractional Order Transfer Function with Multiple Fractional Powered Terms
4. A New Method for Getting Rational Approximation for Fractional Order Differintegrals
5. Improved Oustaloup approximation of fractional-order operators using adaptive chaotic particle swarm optimization
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