Find Frequency and Amplitude from Max Velocity and Accn
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SUMMARY
The discussion focuses on calculating frequency and amplitude from maximum velocity and acceleration in a physics problem. The maximum velocity (Vmax) is given as 1.2 m/s, leading to the equations Vmax = Aω and ay = -ω²A. Through iterative calculations, participants arrive at an angular frequency (ω) of 6.78 rad/s and a frequency (f) of 1.08 Hz. The amplitude (A) is debated, with values around 0.005 m being suggested, but discrepancies arise due to significant figure considerations and homework software validation.
PREREQUISITES- Understanding of harmonic motion equations, specifically Vmax = Aω and ay = -ω²A.
- Knowledge of angular frequency and its relationship to frequency (f = ω/2π).
- Familiarity with significant figures in scientific calculations.
- Basic algebra skills for manipulating equations.
- Review the derivation of angular frequency from maximum velocity and amplitude.
- Study the concept of significant figures and their importance in physics calculations.
- Explore harmonic motion problems involving maximum velocity and acceleration.
- Learn about the implications of amplitude in wave mechanics.
Students in physics courses, particularly those tackling harmonic motion problems, as well as educators looking for examples of amplitude and frequency calculations.
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