一个推广的动力学运动方程、相位依赖性和惯性反作用
An Extended Dynamical Equation of Motion, Phase Dependency and Inertial Backreaction
摘要：
当存在瞬态现象时，牛顿第二定律的应用范围有限。我们考虑修改牛顿第二定律，以考虑角动量或线动量的突然变化（浪涌）。我们假设空间本身根据一种感应定律（与惯性有关）抵抗这种浪涌;此外，我们提供了空间本身的“流体”性质的进一步证据。这种“反作用”通过角动量通量穿过表面的趋势来量化。这个量与质量有关，与阿哈罗诺夫-玻姆效应和阿哈罗诺夫-卡希尔效应中的量子力学相移相似。此外，这提供了真空极化的证据，这是一种相对于局部空间的现象，表明在任何基本物理理论中都应该考虑局部几何和拓扑。
英文摘要：
Newton's second law has limited scope of application when transient phenomena are present. We consider a modification of Newton's second law in order to take into account a sudden change (surge) of angular momentum or linear momentum. We hypothesize that space itself resists such surges according to a kind of induction law (related to inertia); additionally, we provide further evidence of the "fluidic" nature of space itself. This "back-reaction" is quantified by the tendency of angular momentum flux threading across a surface. This quantity is mass-dependent, and bears similarity to the quantum mechanics phase shift, present in the Aharonov-Bohm and Aharonov-Casher effects. Furthermore, this provides evidence of vacuum polarization, a phenomena which is relative to local space indicating that local geometry and topology should be taken into account in any fundamental physical theory.
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