作者:  

王东辉:东辉物理研究所,舟山市,浙江

关键词:
时空曲率引力波几何变换重力加速度Space-Time Curvature Gravitational Wave Geometric Transformation Gravity Acceleration

摘要:

文章先是介绍了一种几何变换,这种几何变换就是将扇环状铜片折弯成一种“三维弧”或“环”的形状。然后又介绍了这种几何变换的物理机制以及计算公式。接下来笔者又将“环”和水波作了比较,发现两者的形状以及形成原理存在共性。因此又将“通过三维弧或环的弯曲程度度量折弯力的数学模型”投射到“在理想环境下通过水体弯曲程度度量激起水波的能量”的计算应用上。随后笔者通过进一步联系又将这个数学模型投射到“通过时空弯曲程度度量激起引力波的能量和动体动量”的计算应用上来。文章最终得出的结论是:在将来,人们可以把地球作为参照系,结合引力波在扩散中的形变规律,计算出引力波测量点到引力波波心之间的距离,以及动体动量,动体表面重力加速度的计算。

First, a geometric transformation is introduced in this paper, which is to bend a fan-shaped ring-like copper sheet into a “3D arc” or “ring” shape. Then the physical mechanism and calculation formula of this geometric transformation are described. Next, by comparing the ring with water wave, the author found that there is general character between the shape and “formation principle of these two. Therefore, the “mathematical model for measuring bending force by using the bending degree of the 3D arc or ring” is applied to the calculation of the “energy of excited water wave by using the bending degree of water body in ideal environment”. Afterwards, by means of further correlation, the author further applied this mathematical model to “the measurement of the energy of excited gravitational wave and the momentum of moving body by using the degree of space-time curvature”. It is ultimately concluded that, in the future, according to the law of gravitational wave deformation in diffusion and by taking earth as the reference system, people can calculate the distance from the measuring point of gravitational wave to the wave center, the momentum of the moving body and the Gravity acceleration on the surface of the moving body.

文章引用:
王东辉. 从折弯几何联系到折弯时空[J]. 汉斯预印本, 2019, 4(1): 1-13. https://doi.org/10.12677/HANSPrePrints.2019.41019

参考文献

[1] 王东辉.扇环平面金属片变换成类黑洞形状及延伸思考.科学家,2016(14):8.