How Does a Seat Belt Protect You in a Crash?

AI Thread Summary
The discussion focuses on calculating the deceleration of a dummy in a car seat during a crash and the force exerted by the seat belt. To find the deceleration, the relationship between initial speed, distance moved, and time is utilized, assuming constant acceleration. The force on the dummy is calculated using Newton's second law, F=ma, where mass and deceleration are known. The conversation highlights the importance of applying kinematics and dynamics principles to solve the problem effectively. Understanding these calculations is crucial for evaluating seat belt safety in crash scenarios.
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Homework Statement



In a test of a car seat belt system, a dummy of mass 55kg in a car seat is accelerated to a speed of 35m/s before it hits a brick wall. The seat belt allows the dummy to move forward relative to the seat by a distance of 0.60 m. Calculate,

(a) The deceleration of the dummy

(b) The force on the dummy due to the seat belt

Homework Equations



F=ma
F=p/t
F=mdv/dt

The Attempt at a Solution


I thought of using simultaneous equation to solve this. When I substituted the values to the equation F=ma, I realized F is an unknown. Then, time is also an unknown.
 
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Hello dio11

If you assume that the acceleration is constant, then part (a) is a simple one-dimensional kinematics problem.
 
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