Скачать или смотреть For a spring-mass system displaced from equilibrium: d²y/dt² = F/m = -kAy where k is the spring c…

For a spring-mass system displaced from equilibrium: d²y/dt² = F/m = -kAy where k is the spring constant. Substituting y(t) = A sin(ct + φ) and setting y₀ = 0, solve for angular frequency, ω. Consider this equation for the angular frequency of the spring-mass system: How would you expect ω to change if you vary the amplitude, the mass, or the spring constant parameters (changing only one parameter at a time)? Explain your predictions. B. If you measure the frequency of oscillation, f, for different masses suspended on the same spring, what values would you use to plot a graph in order to determine the spring constant, k? Hint: Ideally, you want to analyze a linear graph. What do you need to do with your data to be able to do so? Prepare a table for taking measurements.

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