Help reduce the severity of accidents

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An engineering company has designed large plastic barrels filled with antifreeze to reduce the severity of car accidents by absorbing impact energy when vehicles crash into them. In a test, a 1200 kg car slowed from 20 m/s to 8.0 m/s after hitting the barrels, resulting in an average net force of -36,000 N. If the car were to hit the bridge supports instead, the impact would likely convert all kinetic energy into heat, causing more severe damage. Antifreeze is preferred over water because it can absorb more heat energy, preventing freezing in cold conditions and potentially reducing the overall damage from a collision. The discussion highlights the importance of energy absorption in mitigating accident severity.
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To help reduce the severity of accidents, an engineering company designs large plastic barrels filled with antifreeze that can be placed in front of bridge supports. in a simple test, a 1200 kg car moving at 20 m/s (W) crashes into several barrels. the car slows down to 8.0 m/s (W) in 0.40 s.

i found the average net force to be -36000 N (W)

b: what would happen if the car hit the bridge supprts instead of the barrels.

c: why do they use antifreeze instead of water.

i'm confused but i think that for both b and c, it's about the car's ability to bounce back?
 
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If the author of the problem has a tacit assumption that the bridge supports cannot move at all and that the car would not have any ricocheting velocity (which would seem to need to be specified, since this can easily be assumed not to be an elastic collision), then all the kinetic energy of the car must get converted into heat, making the wreckage and the portion of the bridge struck a much hotter mess.
I would suspect that a given volume of antifreeze has the capacity to absorb more heat energy than the same amount of water. The more energy is absorbed by the liquid in the barrels, the lower the temperature of the car wreckage(?)
 


does that mean the net force would increase?
 


I was thinking the water would freeze when it gets cold outside and cause a lot more damage.
 


I'd say yes, it takes more force to push something to a stop than it does to push something down to 8.0 m/s if you get to assume that the time duration of 0.40 s is the same in both cases.
 
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