The classical harmonic oscillator obeys the equation of motion: F = kx = md 2 x/dt 2
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The classical harmonic oscillator obeys the equation of motion: F = −kx = md2x/dt2. Use this equation to verify Equation 1.29.
Equation 1.29
Transcribed Image Text:
Yf(r;Q)=y, (r;Q)x(Q)=yg (r;Q)x, (Q₁) X₂ (Q₂)... X3NG (Q3N-6) V3N-6
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The equation given F kx m represents the equation of motion for a harmonic oscillator Now lets verif...View the full answer
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