A theoretical question about forces

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In the discussed scenario, the force exerted on a person lying in bed by a knee hitting the bed's edge is not the same as if the knee directly struck the person's head. The headboard's presence means that when the knee impacts the bed, it creates a reaction force that can be opposite to the direction of the impact. If the bed were frictionless, the force on the head would be minimal or nearly zero. The analogy of pulling a tablecloth under a plate illustrates that different masses result in different accelerations, even if the forces are equal. Therefore, the forces and resulting accelerations in the two scenarios are not equivalent.
freexd
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Hello,

Imagine the following scenario: a person is lying in bed, straight on the back. A second person passes the bed and accidently hits the edge with it's knee. The created force results in a fast head movement of the person on the bed, towards the direction where the impact was.

Is it correct that the force would have been the same high, when the knee hit the head directly?
 
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freexd said:
The created force results in a fast head movement of the person on the bed, towards the direction where the impact was.

I'm assuming there's a headboard, and in such a case it is the headboard that moves towards the person's head. This exerts a force on the head opposite of the direction of impact.
 
No, it' not correct. Supposing the bed was like a clean table with some kind of oil to eliminate the friction between the body on it and the bed the force on the head is going to be close to zero or zero (idealy).
 
freexd said:
Is it correct that the force would have been the same high, when the knee hit the head directly?

No. Consider the trick where you pull a table cloth from under a plate. The plate does not accelerate as quickly as the cloth. The forces could be very different.
 
F=ma, in the two cases the mass is different, the force is the same, so you would get a different acceleration.
 
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