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| Deflection of Light by the Sun as Refraction in the Gravity Polarized Vacuum | |
| 引用本文： | Erich R. Bagge (Institute for Pure and Applied Nuclear Physics,Christian Albrechts University,Kiel,Germany). Deflection of Light by the Sun as Refraction in the Gravity Polarized Vacuum[J]. 系统工程与电子技术(英文版), 1995, 0(4) |
| 作者姓名： | Erich R. Bagge (Institute for Pure and Applied Nuclear Physics Christian Albrechts University Kiel Germany) |
| 作者单位： | Institute for Pure and Applied Nuclear Physics，Christian Albrechts University，Kiel，Germany |
| 摘 要： | IntheprecedingPaper,itwasdemonstratedthattheadvanceofMercury'sperihelinnrelativetotheSuncanbeunderstoodasaconsequenceofthevelocitydependenceoftheplanet'sinertialandgravitationalmasses(inaccordwithspecialrelativity).Itwasnecessaryonlytotakeinaccountthiseffectinatwofoldmanner:TheincreaseofthemasswithhighervelocityintheexpressionforthekineticenergyandfurtheronalsointhetermfortheattraCtiveforcebetweenSunandMercury.AhighprecisionsolutionofNewton'sequationofmotionfortheplanetgivesamotionofitsPeri… |
Deflection of Light by the Sun as Refraction in the Gravity Polarized Vacuum |
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| Erich R. Bagge. Deflection of Light by the Sun as Refraction in the Gravity Polarized Vacuum[J]. Journal of Systems Engineering and Electronics, 1995, 0(4) | |
| Authors: | Erich R. Bagge |
| Abstract: | It is shown that the deflection of star light passing by the Sun, which is allegedly explainable only by general relativity, can be understood quantitatively as a quasi-classical effect of light refraction in the vacuum polarized by the Sun's gravitational field. The theory of the dielectric polarization of the vacuum proposed pre- viously is further developed for the corresponding effect of the polarization of the vacuum in a gravitational field. The resulting refractive index of the vacuum in the presence of a gravitational field gives for the deflection of light by the Sun an angle |0| = 1.77", which is in good agreement with the experimental observations and the result of general relativity. From the theory Presented, it can also be deduced that the velocity of a horizontal light beam at 1000 km above ground level of the Earth has a velocity deficit - c= 5.73 cm / s in comparison to the light velocity on the ground. |
| Keywords: | Polarization of vacuum by gravitational field Refractive index in gravity field Deflection of star light by Sun Agreement with observations. |
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