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Hello. I have a question that I would appreciate if you could answer. The question is: If an object is in the gravitational field of another object, it is possible to remove the first object from the gravitational field of the second object by spending some work, so that the first object is out of the influence of the gravitational field of the second object. The amount of work that must be spent to remove the second object from the gravitational field of the first object is different at each point in the gravitational field. The further away we are in the field (of course, relative to the center of mass of the object that created the gravitational field), the less work is required to remove other objects from the gravitational field. Right? I believe that the minimum work required to remove the first object from the gravitational field of a second object is exactly equal to the gravitational potential energy of the first object. Right? If so, I have two specific questions. First, according to the Newtonian gravitational field equation, what is the mathematical equation for the minimum work required to remove an object from the gravitational field of another object (which is the equation for the gravitational potential energy of that first object)? Second, using the Schwarzschild metric, what is the equation for the minimum work required and gravitational potential energy?

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Sirra sir ji

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Suppose we have a light emitting source and a receiver. Suppose the receiver is able to decompose the received light wave. When the two are stationary relative to each other, the received frequency is equal to the transmitted frequency. But when they move relative to each other, the received and emitted frequency will be different. Now suppose we do two experiments. Once we put the light source inside the train and the receiver inside the station. Suppose the train is moving towards the station at a constant speed. From the moving train, we send a light wave to the receiver inside the station. The receiver takes the light wave and breaks it down. The second time, we put the receiver inside the train and plant the light source in the station. In this case, the train moves towards the station with the same speed (as before). Again, we send a light wave and the receiver analyzes it. We know that in both cases, the spectral lines of the decomposed optical wave will be shifted compared to the case where the transmitter and receiver are stationary. But the question is whether the displacement of the spectral lines of the decomposed light when the transmitter is stationary and the receiver is moving is different from when the receiver is stationary and the transmitter is moving? Has there ever been such an experiment?

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Thankyou bhaiya

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Good evening sir

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