Show that any equation of motion is dimensionally correct.
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So velocity has dimensions of , momentum has dimensions of , and the time derivative of momentum has dimensions of , the same as force. Then there's the Lagrangian equation of motion: ... The RHS of the first equation has units of energy per length, or , so the first equation is dimensionally correct.
Answered by
1
Answer:
So velocity has dimensions of , momentum has dimensions of , and the time derivative of momentum has dimensions of , the same as force. Then there's the Lagrangian equation of motion: ... The RHS of the first equation has units of energy per length, or , so the first equation is dimensionally correct.
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