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Kepler’s Conjunction for Two Strong Earthquakes in Türkiye in February 2023
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作者 Alexander N. Safronov 《Open Journal of Earthquake Research》 2023年第2期27-43,共17页
This work is devoted to the study of the relationship between strong earthquakes and planetary configurations using the example of two consecutive strong earthquakes that occurred in Türkiye (Turkey), on February... This work is devoted to the study of the relationship between strong earthquakes and planetary configurations using the example of two consecutive strong earthquakes that occurred in Türkiye (Turkey), on February 6, 2023. It is shown that at the time of the earthquakes, linear alignment of the planets along the Jupiter-Venus-Sun line was observed, that is, the astronomical trigger belonged to the generalized Kepler conjunction scheme (gKc), when the Earth does not participate in the linearization scheme. It is shown that for the first earthquake that occurred at 01:17 UTC, the ratio of the distances between Jupiter-Earth and Jupiter-Mars was close to an integer value equal to 5.993. For the second earthquake that occurred on the same day at 10:25 UTC, no integer resonance ratios were detected, however, it was found that the terrestrial e UTC line at the time of the earthquake passed through the position of Mercury. Recall that the 12-hour line of the eUTC chart is always oriented towards the Sun. The conclusions of the work once again confirm the correctness of the theories of Archimedes and Kepler and convince us of the existence of a gravitational phenomenon that does not depend on the distances and masses of planets, has a pronounced inertial and wave character and does not fit into the general theory of relativity, developed in the last century by Albert Einstein. 展开更多
关键词 Earthquake Archimedes Lever Kepler Conjunction INERTIA Gravitational Waves titius-bode Law Interference
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Physicochemical Stages of Evolution: Ring-Like Structures in the Universe
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作者 Georgi P. Gladyshev 《Natural Science》 2015年第5期266-269,共4页
This short digest is devoted to the mechanism of ring formation during the origination and evolution of planetary and satellite systems in the Universe. The appearance of these structures can be traced back to the phe... This short digest is devoted to the mechanism of ring formation during the origination and evolution of planetary and satellite systems in the Universe. The appearance of these structures can be traced back to the phenomenon of spatially periodic condensation which can be observed on the Earth. The author actually posited the existence of exoplanetary systems and the cosmic scale of this phenomenon. It was accurately predicted that Uranus, Neptune and other heavenly bodies have rings. The suggested general mechanism rationalized the Titius-Bode law which, while not being a precise law, often accurately describes the tendency towards varying distances between planets (and their moons) and central bodies. The possibility of this law manifestation in exoplanetary systems had been predicted by the author long before their discovery. Many exoplanetary systems have been discovered by now and there is some evidence corroborating the mechanism of spatially periodic condensation involved in the formation of ring-like structures in these systems. The author’s hypothesis is now becoming a theory or a fact. It appears that we are now witnessing the dawn of a new extensive cosmology, taking into account general physicochemical mechanisms of space object formation. 展开更多
关键词 Cosmology EVOLUTION Exoplanetary Systems Liesegang Phenomenon Solar System titius-bode Law
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创新能力培养的一个典型案例
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作者 张丙开 李京颍 倪致祥 《大学物理》 北大核心 2014年第11期44-46,共3页
以历史上的行星轨道半径分布数据出发,利用现代科学计算工具和科学方法论思想,从再发现角度进行重新探究,得到了著名的提丢斯-波得法则.展示了如何根据原始观测数据进行分析,探寻其中所隐藏规律的整个过程,可以作为培养大学生创新思维... 以历史上的行星轨道半径分布数据出发,利用现代科学计算工具和科学方法论思想,从再发现角度进行重新探究,得到了著名的提丢斯-波得法则.展示了如何根据原始观测数据进行分析,探寻其中所隐藏规律的整个过程,可以作为培养大学生创新思维能力的案例. 展开更多
关键词 提丢斯-波得法则 行星轨道 创新能力
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一种特殊的四维黎曼空间下的引力场模型
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作者 张春华 《沧州师范学院学报》 2015年第1期25-27,共3页
通过引入一种特殊函数,在四维黎曼空间建立了一种简洁的引力场模型,该模型不存在时空奇点,克服了能量发散的困难,并具有特殊的时空量子化现象.运用该模型进一步讨论了提丢斯-波得定则所展示的星体排列规律,初步展示了它的魅力.
关键词 引力场模型 四维黎曼时空 提丢斯-波得定则
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