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Short Range Gravity Potential Self Energy and Nonlinear Potential Dependent Lorentz Transformation

机译:短程重力势能自能量和非线性势相关的Lorentz变换

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Using Poisson equation beside Maxwell distribution law for very hot star core consisting of elementary particles one can find new Poisson equation. This equation predicts existence of short range gravity force. This short force may have a link with short range nuclear force, thus raises a hope in unifying gravity and nuclear force. This short range field beside long range field secures singular finite self-energy. This central role of potential in unifying self-energy for high relativistic particles at star cores requires seeking Lorentz transformation that accounts for effect of fields. This work derived new Lorentz transformation for accelerated frame. This transformation is potential dependent and reduces to SR and explains time dilation and gravitational red shift.
机译:将麦克斯韦分布定律旁边的泊松方程用于由基本粒子组成的非常热的星核,可以找到新的泊松方程。该方程式预测了短程重力的存在。这种短力可能与短程核力有联系,从而为统一重力和核力带来了希望。在长距离场旁边的这个短距离场确保了奇异的有限自能量。在统一星核中高相对论粒子的自能量方面,这种潜在的中心作用要求寻求能说明场效应的洛伦兹变换。这项工作为加速框架得出了新的洛伦兹变换。这种转换是与电位有关的,并减少到SR,并解释了时间膨胀和引力红移。

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