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The Schwarzschild metric is given by where and . The geodetic equation is given by The path for escaping is given by and , so we only need And we obtain the equations So Now it is clear that . … Continue reading
Consider a uniform sphere that has mass and radius . The gravitational energy of an isotropic sphere is given by so using we obtain The energy is given by and defining we obtain where . So Using we can write … Continue reading
In this post I will write something about the spontaneous creation of matter and antimatter. Let us consider matter as an elementairy particle. This elemenrairty particle has some mass and several quantumnumbers. We assume that charge itself is also a … Continue reading
In this post we find an expression for the gravitational energy of an isotropic sphere. An isotropic sphere is a sphere such that the mass density can be written as . The gravitational energy of two point masses and is … Continue reading
In this post we ask the question: what is ? It is clear that Then So Thus Therefore A simple test: . Now can be written as thus we obtain which can be written as Therefore it is clear that … Continue reading