Maple Generating Graphs with Maple: Calculating F_o, w_o and w

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The discussion focuses on the equation for beat frequency, specifically x(t) = [2F_o/(m(w_o^2 - w^2))]sin((w_o - w)t/2)sin((w_o + w)t/2). Participants seek guidance on selecting values for F_o, w_o, and w to effectively generate a graph using the Maple software. A suggested set of parameters includes F_o = 5, m = 1, w = 2π, and w_o = 2π - 1/2, with a plotting range from 0 to 20π. The emphasis is on ensuring that the frequencies are relatively close to achieve the desired beat effect in the graph.
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I find the equation of beat:

x(t) = [\frac{2F_o}{m(w_o^2 - w^2)}sin(\frac{(w_o - w)t}{2})]sin(\frac{(w_o + w)t}{2})


What values do I get to F_o, w_o and w to generate the graph ?

I use program maple to plot graph.
 
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Well, you want the frequencies to be sort of close. Try F0= 5, m = 1,w=2pi, w0=2pi-1/2 and plot it from 0 to 20pi.
 
LCKurtz said:
Well, you want the frequencies to be sort of close. Try F0= 5, m = 1,w=2pi, w0=2pi-1/2 and plot it from 0 to 20pi.

Thank you
 
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