Limitations on Newton's 2nd LawOne of the best known relationships in physics is Newton's 2nd Law ![]() but, though extremely useful, it is not a fundamental principle like the conservation laws. F must be the net external force, and even then a more fundamental relationship is ![]() The net force should be defined as the rate of change of momentum; this becomes ![]() only if the mass is constant. Since the mass changes as the speed approaches the speed of light, F=ma is seen to be strictly a non-relativistic relationship which applies to the acceleration of constant mass objects. Despite these limitations, it is extremely useful for the prediction of motion under these constraints. |
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Limitations on Newton's 2nd LawOne of the best known relationships in physics is Newton's 2nd Law ![]() but, though extremely useful, it is not a fundamental principle like the conservation laws. F must be the net external force, and even then a more fundamental relationship is ![]() The net force should be defined as the rate of change of momentum; this becomes ![]() |
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Variable Mass ApplicationsThe generalization of Newton's 2nd Law to apply to variable mass systems takes the form ![]() The term involving the derivative of the mass is responsible for the thrust in rocket propulsion and must be included in any problem where the mass changes. |
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