bernhard.rothenstein
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a relativity story. What is its moral?
m=m(N)g(V) (m(N) Newton mass) and asking for what stands m for.
Would you start by explaining the concept of relativistic mass? Should we blame the two brave physicits for the fact that they did not guess what long and fierce debates did they start.
My question is: What is the moral of that possible happening?
Your thread gave me the ideea of the following possible scenario. A teacher of physics did avoid in his lectures the concept of relativistic mass. One day one of his students, tought that way, comes to him with a paper by Bucherer or by Kaufman (190?) showing the formulagulsen said:1. Why do we have to assume mass doesn't change? And always use m_0?
2. OK, let's assume we always use m_0. Then why is momentum is defined as \frac{mv}{\sqrt{1-\frac{v^2}{c^2}}}. If measuring in object's frame of reference, shouldn't we use his distance and time, where they are \frac{x_0}{\gamma(v)} and t_0 \gamma(v), and v would be \frac{x_0}{t_0 \gamma(v)^2}. It seems that we're using x_0 either t_0 and not both, nor none. Isn't this inconsistent?
m=m(N)g(V) (m(N) Newton mass) and asking for what stands m for.
Would you start by explaining the concept of relativistic mass? Should we blame the two brave physicits for the fact that they did not guess what long and fierce debates did they start.
My question is: What is the moral of that possible happening?