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The book is about the "space race", starting from the earliest steps of astronautics to the Moon landings of Armstrong and Aldrin. The conquest of space began as a by-product of an exquisitely military project, the rapid, and efficient delivery of explosives, conventional and then nuclear, over great distances into enemy territory. It happened at the turn of World War II, first with the V2s, the Wunderwaffen that von Braun had created for his Führer, and, after the surrender of Germany and Japan, with the intercontinental ballistic missiles that the Russians and Americans built to serve as cabs for atomic bombs. Restrained by the fear of nuclear holocaust, the two great powers that had momentarily divided the government of the world turned the risky muscular confrontation into an unusual race to climb the sky: a stage race with a conventional finish line marked by the human landing on the Moon. Under the constant guidance of Sergei Korolev, the mysterious "chief designer", the Soviets got off to a surprise start and stayed in the lead until almost the end, with the Sputniks, the orbital flights of Gagarin and Tereshkova, the first spacewalk, and the unmanned soft landings on the Moon and Venus, only to be caught up and overtaken by the Americans at the very edge. An adventure that lasted a total of twelve years, marked by brilliant and courageous men, by astute and far-sighted politicians, by patriotism and ambition, and, as always, regulated by luck, which profoundly affected our world and the design of its future.
This book provides an introduction to classical celestial mechanics. It is based on lectures delivered by the authors over many years at both Padua University (MC) and V.N. Karazin Kharkiv National University (EB). The book aims to provide a mathematical description of the gravitational interaction of celestial bodies. The approach to the problem is purely formal. It allows the authors to write equations of motion and solve them to the greatest degree possible, either exactly or by approximate techniques, when there is no other way. The results obtained provide predictions that can be compared with the observations. Five chapters are supplemented by appendices that review certain mathematical tools, deepen some questions (so as not to interrupt the logic of the mainframe with heavy technicalities), give some examples, and provide an overview of special functions useful here, as well as in many other fields of physics. The authors also present the original investigation of torus potential. This book is aimed at senior undergraduate students of physics or astrophysics, as well as graduate students undertaking a master's degree or Ph.D.
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