About modelling interaction of Earth with large space object: the script with explosion of Phaethon and the subsequent evolution of Mankind (part II)

This work is devoted to problems and methods of modelling in a problem of interaction of large space object with the Earth, including processes of capture of a body by the Earth, dynamics of a body and the Earth, geodynamics, dynamics of Earth atmosphere, dynamics of oceanic masses, ... and the subsequent evolution of a human society on the Earth [1-89]. On the basis of careful studying an extensive historical material, with the description of the physical and social processes occurred on the Earth and in near Earth Space, the author builds model of interdisciplinary processes, considering corresponding natural - science and sociopolitical subsystems as parts of Unity in whole. Thus all technique is applied to the processes connected with catastrophic event of super-Tunguska class, namely the explosion over southern Denmark of the space object known in Greek mythology as Phaeton. The Deucalion Flood and the demise of the Minoan civilization are also explained within this context. The Phaeton explosion may be seen as the final event of the interaction of Earth with a captured external body, lasting possibly a few months, resulting in the disasters known as the Ten Plagues of Egypt and in worldwide migrations, particularly the Indo-Aryan migration from north-western Eurasia to India and Iran. Also in this paper we consider the passage of the Red Sea by the Hebrew tribes during Exodus, as described in the Bible. Using additional information from the Antiquities of the Jews by Josephus Flavius, a crucial passage in Historiae Adversus Paganos of Orosius, and other classical sources, we claim that the passage of the Red Sea was made possible by local effects in the Gulf of Aqaba of a indicated catastrophic event in the super-Tunguska class. Also it is necessary to note that from mathematical point the developed model is requiring the additional investigations. In more detail the multidisciplinary problems(from areas of mechanics, physics, geodynamics, ...) are presented in Appendix. It is important in nearest time to realize the computer modelling of elaborated scenario. This is feasible. In this Journal issue it is presented the article part (part II) with Appendixes, with discussion of problems of mathematical modelling in considered processes. Part I of article was published in previous issue (No. 1(38), v.19, 2014).