Hello. When you want to check whether a collision is elastic or inelastic you use the principle of conservation of momentum to find the speed after the collision. I dont understand the following:
If momentum is conserved how can Energy not be conserved? I mean Energy is linked to the speeds of the paricles - if the speeds decrease then and only then would energy be lost but if they decrease momentum is not conserved. I dont get it. Whow can sometimes momentum be conserved and energy as well and sometimes only momentum. I know that momentum is always conserved but then when energy is lost where does thie enery come from? It cannot be just created?
2007-05-31
10:52:15
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4 answers
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asked by
Simeon S
1
in
Science & Mathematics
➔ Physics
10x for the answers but I already know everything you've said. What I dont understand is if energy is transfered to the second object so is momentum. But if momentum is conserved how can some of the energy transfered escape and be lost in that way. If energy escapes so should momentum, shouldn't it? KE = 0.5mv^2 so it is connected to the speed of the particles before and after the collision. Actually KE = momentum x 0.5v. If momentum is conserved so should the energy, right?
2007-06-01
01:01:50 ·
update #1