Constant Delay Differential Equations and the Method of Steps - Maple Application Center

Constant Delay Differential Equations and the Method of Steps - Maple Application Center

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Application Center Applications Constant Delay Differential Equations and the Method of Steps

Constant Delay Differential Equations and the Method of Steps

Author

: Dr. Leigh C. Becker

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A Maple procedure for the "method of steps" is defined that can be used to compute solutions of the scalar linear delay differential equation

diff(x(t), t) = a(t)*x(t)+b(t)*x(t-h)

with constant delay h > 0 , where a(t) and b(t) are continuous functions for t >= 0 . Five examples illustrate the procedure.

Application Details

Publish Date: June 08, 2009
Created In: Maple 13
Language: English

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