anonymous
  • anonymous
FORCED OSCILLLATION QUIZ.
Physics
  • Stacey Warren - Expert brainly.com
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SOLVED
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katieb
  • katieb
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anonymous
  • anonymous
The solution for Forced Harmonic motion is given by: \[Q = Q_{1}e^{\left( -(R/2L)+\sqrt{(R/2L)^{2} - \omega_{o}^{2}} \right)t} + Q_{2}e^{\left( -(R/2L) - \sqrt{(R/2L)^{2}-\omega_{o}^{2}} \right)t} \] If \(Q = A \cos \theta \) and \(\frac{ dQ }{ dt } \approx -\omega A \sin \theta t\) at t =0, also known that \(R/L \approx 0 \) and \(\theta \approx \pi/2\) Find the value of Q1 and Q2! Hbu???
anonymous
  • anonymous
@Algebraic!
anonymous
  • anonymous
i got Q1=Q2 = 1/2 A cos theta.,

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ghazi
  • ghazi
seems correct
anonymous
  • anonymous
how to draw a graph Q vs t with quantitative data??
ghazi
  • ghazi
yess its correct and to draw graph you can either draw on graph paper with neumerical value or you can use logarithmic graph paper
anonymous
  • anonymous
very nice, thank u., ok i'll try..,
ghazi
  • ghazi
:) :)

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