Difference between revisions of "Forest UCM MnAM"
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:<math>\sum \vec{F}_{ext} = 0 = \vec{\dot{P}}_{tot}</math> | :<math>\sum \vec{F}_{ext} = 0 = \vec{\dot{P}}_{tot}</math> | ||
Then | Then | ||
| − | :<math>\vec{P}_{tot} = \sum_i^N \vec{p}_i = \sum_i^N m_i\vec{v}_i = </math> =constant | + | :<math>\vec{P}_{tot} = \sum_i^N \vec{p}_i = \sum_i^N m_i\vec{v}_i = </math> =constant where N = sumber of particles in the systetm |
| − | == | + | ==Inelastic Collision of 2 bodies== |
| − | == | + | Inelastic collision DO NOT conserve energy |
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| + | [[Forest_UCM_MnAM_InElasticCol]] | ||
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| + | |||
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| + | ==Elastic Collision of 2 bodies== | ||
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| + | [[Forest_UCM_MnAM_ElasticCol]] | ||
=Rockets= | =Rockets= | ||
Revision as of 02:04, 12 September 2014
Conservation of Momentum
If
Then
- =constant where N = sumber of particles in the systetm
Inelastic Collision of 2 bodies
Inelastic collision DO NOT conserve energy