论文标题
陀螺仪在惯性公制中的意义
Significance of gyropotentials in metric theory of inertia
论文作者
论文摘要
螺旋星系中外周星的轨道速度的恒定性表明了共旋转的潜在状态以及银河盘的星际密度。爱因斯坦陀螺仪上升到自动旋转度量曲线的进化常数，而牛顿电位则径向下降。涡旋自我组织中的陀螺仪会产生偏心式旋转，这些陀螺仪占据了探测器在距离旋转轴远距离的牛顿吸引力上的占上风。为了实践验证，爱因斯坦的1914年测量关系预测了逆行恒星的反距离速度。对于太阳系，可以在Kuiper带，土星的外围环和其他行星周围的高赤道轨道的外围环，在材料涡流中向潜在循环的牛顿力进行陀螺校正。
The constancy of orbital velocities of peripheral stars in a spiral galaxy points to a potential regime of co-rotation together with the interstellar densities of the galactic disk. The Einstein gyropotential rises to the evolutionary constant of a self-rotating metric profile, while the Newtonian potential falls radially. Gyropotential in vortex self-organizations creates centripetal gyroforces that prevail over Newtonian attraction of probe bodies at large distances from the axis of rotation. For practical verifications, the 1914 geodesic relations of Einstein predict the inverse distance velocities for retrograde stars. For the solar system, gyrometric corrections of Newtonian forces under transitions to the potential circulation in material vortexes can be sought in the Kuiper Belt, the peripheral rings of Saturn and high equatorial orbits around other planets.
