最小时间涨落路径、薛定谔方程、范德华力矩和卡西米尔效应机制
Fluctuating Paths of Least Time, Schrodinger Equation, Van der Waals torque and Casimir Effect Mechanism
摘要：
利用与量子力学不确定性相容的最小时间的无限涨落路径，对杨氏双缝实验的干涉图样提供了一种新的几何光学解释，表明物质和辐射的波动行为受时空测地线的支配。此外，关联的波函数的每个路径的最小时间作为一个概率振幅连同不确定性的动量和位置允许推导薛定谔方程开始从测地线的特性。一个新的见解，获得关于范德华扭矩以及卡西米尔吸引/排斥机制。
英文摘要：
The use of an infinity of fluctuating paths of least time that are compatible with the quantum mechanics indeterminacy provides a new interpretation in geometrical optic of the interference pattern of Young's double slit experiment, which suggests that the wave behavior of matter and radiation is dictated by the space-time geodesics. Moreover, the association of a wave function to each path of least time as a probability amplitude together with an uncertainty for momentum and position allows to derive the Schrodinger's equation starting from the geodesic's characteristics. A new insight is obtained regarding the Van Der Waals torque as well as Casimir attraction/repulsion mechanism.
机构、总结、中文摘要均由AI分析而来，可能存在错误，请以论文正文为准。
