A simple device to measure projectile speed consists of a block of ballistic material of mass M attached to a wall by a spring (of negligible mass; we don't know its spring constant) and resting on a flat, frictionless surface. The device is impacted by a projectile of mass m, which embeds itself in the material, after which the two move together in simple harmonic motion with amplitude A and period T. a) During the collision for this system, is energy conserved? Is momentum in the horizontal direction conserved? b) After the collision, is energy conserved? What about momentum? c) What was the initial velocity v of the projectile before the collision (again in terms of m, M, A, and T)? d) Compute v for m = 5 g, M = 1 kg, A = 5 cm, and T=0.201 s.

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A simple device to measure projectile speed consists of a block of ballistic material of mass M attached to
a wall by a spring (of negligible mass; we don't know its spring constant) and resting on a flat, frictionless
surface. The device is impacted by a projectile of mass m, which embeds itself in the material, after which
the two move together in simple harmonic motion with amplitude A and period T.
a) During the collision for this system, is energy conserved? Is momentum in the horizontal direction
conserved?
b) After the collision, is energy conserved? What about momentum?
c) What was the initial velocity v of the projectile before the collision (again in terms of m, M, A, and
T)?
d) Compute v for m = 5 g, M = 1 kg, A = 5 cm, and T = 0.201 s.
Transcribed Image Text:A simple device to measure projectile speed consists of a block of ballistic material of mass M attached to a wall by a spring (of negligible mass; we don't know its spring constant) and resting on a flat, frictionless surface. The device is impacted by a projectile of mass m, which embeds itself in the material, after which the two move together in simple harmonic motion with amplitude A and period T. a) During the collision for this system, is energy conserved? Is momentum in the horizontal direction conserved? b) After the collision, is energy conserved? What about momentum? c) What was the initial velocity v of the projectile before the collision (again in terms of m, M, A, and T)? d) Compute v for m = 5 g, M = 1 kg, A = 5 cm, and T = 0.201 s.
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