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Predictor-Corrector Method for constant, variable and random fractional order relaxation equation 1.0
File ID: 85192






Predictor-Corrector Method for constant, variable and random fractional order relaxation equation 1.0
Download Predictor-Corrector Method for constant, variable and random fractional order relaxation equation 1.0http://www.mathworks.comReport Error Link
License: Shareware
File Size: 10.0 KB
Downloads: 9
Submit Rating:
Predictor-Corrector Method for constant, variable and random fractional order relaxation equation 1.0 Description
Description: fractPC.m provides the Predictor-corrector Method for fractional order Relaxation-Oscillation equation (u_t_alpha=-B u(t)+f(t), 0<alpha<=2).

variablerandomorder.m provides the Predictor-corrector Method for the variable-order (0<alpha(t)<=1) and random-order (p(0<alpha_0+noise<=1)=1) fractional relaxation equations. It is also usable when the derivative order is a constant (0<alpha<=1).

The readers can change the variable-order and random-order function in this code. The related parameters can also be changed in the code. In addition, we should point that this code is usable with the variable-order or random-order in small change. If the differential order function changes fast, please give the smaller time step. But, it does not work when the differential order function changes sharply.

License: Shareware

Related: relaxationoscillation, equation, Alpha, bft, Order, fractional, predictorcorrector, method, fractpcm

O/S:BSD, Linux, Solaris, Mac OS X

File Size: 10.0 KB

Downloads: 9



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