- #1
viciado123
- 54
- 0
I find the equation of beat:
[tex]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})[/tex]
What values do I get to [tex]F_o[/tex], [tex]w_o[/tex] and [tex]w[/tex] to generate the graph ?
I use program maple to plot graph.
[tex]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})[/tex]
What values do I get to [tex]F_o[/tex], [tex]w_o[/tex] and [tex]w[/tex] to generate the graph ?
I use program maple to plot graph.