The discussion revolves around sketching a piecewise function defined by f(wt) = 0 for 0 ≤ ωwt ≤ π/2, f(wt) = Vsin(ωt) for π/2 ≤ ωwt ≤ π, f(wt) = 0 for π ≤ ωwt ≤ 3π/2, and f(wt) = Vsin(ωwt) for 3π/2 ≤ ωwt ≤ 2π. Participants emphasize the importance of accurately sketching the waveform, noting that transitions between segments should be vertical. The Fourier series coefficients, particularly a0, are discussed, with participants seeking clarification on integration methods and the implications of the function's symmetry.
PREREQUISITESStudents and educators in mathematics and engineering, particularly those focusing on signal processing, waveform analysis, and Fourier analysis.
There is plenty of symmetry, just not the very simplest symmetry ##f(-x) = \pm f(x)##MattSiemens said:
I would agree that the test shows that the function is neither odd nor even.MattSiemens said:
Thanks both gneil and BvU :-)gneill said:
