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- ! Fourier series approximation of a square wave
- a = 1/2
- p = 3.1415925
- b(t) = 2*cos(t)/p - 2*cos(3*t)/(3*p)
- c(t) = 2*cos(5*t)/(5*p) - 2*cos(7*t)/(7*p)
- d(t) = 2*cos(9*t)/(9*p) - 2*cos(11*t)/(11*p)
- e(t) = 2*cos(13*t)/(13*p) - 2*cos(15*t)/(15*p)
- f(t) = 2*cos(17*t)/(17*p) - 2*cos(19*t)/(19*p)
- g(t) = a + b(t) + c(t) + d(t) + e(t) + f(t)