Dmitry Okhotsimsky

Dmitry Yevgenyevich Okhotsimsky (Russian: Дми́трий Евге́ньевич Охоци́мский) was a Soviet Russian aerospace engineer and scientist who was the pioneer of space ballistics in the USSR. He wrote fundamental works in applied celestial mechanics, spaceflight dynamics and robotics.

Dmitry Yevgenyevich Okhotsimsky
Born26 February 1921
Moscow, Soviet Union
Died18 December 2005(2005-12-18) (aged 84)
Moscow, Russia
OccupationSoviet and Russian space scientist
Spouse(s)Sophia Alexandrovna Ivanova
Children2

Biography

Okhotsimsky was born and lived his whole life in Moscow. His father, Yevgeny Pavlovich Okhotsimsky, was an accountant/auditor, his mother a housewife. Okhotsimsky was very attached to his parents and always lived together with them. At the age of fifteen he suffered diphtheria in a hard form and was prohibited from any sports or physical activity. Nevertheless, he showed his whole life remarkable energy and good health, and was actively working until his death at the age of 84.

He entered the Department of Mechanics and Mathematics of the University of Moscow in 1939. When World War II broke, the department was temporarily closed. He participated in the building of defense installations around Moscow, worked at the munitions factory. In 1941 he was conscripted to the Red Army but was dismissed in 1942 for vision problems (severe nearsightedness) and returned to the University.

In 1946 he presented a paper about the optimization of the missile flight,[1] where he was able to find an analytical solution using an original technique of calculus of variations, a precursor in some respects to what was later formulated in a more general form as the Pontryagin maximum principle (from Lev Pontryagin).[2] In 1949 he joined the Mathematical Institute of the Russian Academy of Sciences, where was working in the department of Applied Mathematics led by Mstislav Keldysh, the future President of the Russian Academy of Sciences. Keldysh was an active member of the think tank behind the space program and his support was instrumental for active integration of Okhotsimsky and his group in space projects. Later the department of Keldysh became a separate institute currently known as the Keldysh Institute of Applied Mathematics and the group of Okhotsimsky became a department in this institute, which he was leading until his death.[3]

Space ballistics

Since his first student work, Okhotsimsky was interested in analytical and numerical solution of variational problems to which the optimization of space mission can be reduced: how the mission can achieve its target with the minimal total fuel consumption (possibly combined with other criteria and restrictions). Using first Soviet computers (such as Strela computer, he worked with his colleagues to develop new generation of numerical methods and principles of programming.[4][5] After the launch of the first satellite he published a few papers were the mathematical aspects of the launch and evolution of the orbit were analyzed.[6]

Okhotsimsky's leadership was instrumental in the development within his department of the remarkable group of young talents collectively nicknamed "Keldysh boys". Many of them became well-known, such as Ye. L. Akim, T. M. Yeneyev, A. K. Platonov, V. A. Yegorov, V. A. Sarychev, M. L. Lidov, V. V. Beletsky. Okhotsimsky contributed to the planning of multiple space missions including launches to Moon, Mars and Venus. His analysis of the first failed docking attempts on Soyuz spacecraft helped to quickly find a reason of mechanical instability and develop successful docking techniques.[7] Together with Ye. F. Golubev and Yu. G. Sikharulidze he developed a concept of a dual-entry aerodynamically controlled landing algorithm of a spacecraft where the two-stage entry was used to reduce speed and achieve an accuracy of landing of a few km.[8] He developed the methods on the passive stabilization of satellites using the gravity gradient and the non-sphericity of the tensor of inertia.[9]

Rocket design

Okhotsimsky's team, along with a group managed by Mikhail Tikhonravov at NII-4, did analysis and optimization of multi-stage rocket designs. Okhotsimsky studied the general problem of how rockets could increase their range by dropping parts of their construction during flight. This included sequential stages and parallel "packet" rockets and schemes involving the pumping of fuel between stages during flight. This led directly to the design of the R-7 missile and the exact proportions of its strap-on booster stages.

Robotics

In the middle of the 1970s Okhotsimsky became interested in robotics, especially in the modeling and control of insect-like walking. A few successful models of 6-legged walking robots were created including systems with autonomous vision able to climb the stairs and handle complicated terrain.[10] In the work of Okhotsimsky and his school realistic mechanical modeling of the motion was typically combined with sophisticated algorithms adapted to the context of a particular task. He usually advocated a "from the bottom up" approach aimed at first handling particular low-level problems and then moving to assembling a more general setup. He thought that this is the way the nature works in the making of live creatures.

Positions and social activity

Okhotsimsky combined the talents of a scientist and an administrator. His career was closely linked to the section of Mechanics and Control of the Soviet/Russian Academy of Science, of which he was a deputy-secretary. Parallel to his main work in the Keldysh Institute of Applied Mathematics, he was appointed in 1962 a chair of Theoretical Mechanics at the Department of Mathematics and Mechanics at the Moscow State University and performed both functions until his last days. He was always striving to find practical forms of cooperation between the Academy of Science and the University. Until his last days he remained a staunch supporter of the leading role of the Academy of Science as a center of fundamental research in Russia. Okhotsimsky was one of the 5 initiators of the creation of the Department of Control and Applied Mathematics at the Moscow Institute of Physics and Technology.

Awards and honors

Published works
  • Охоцимский Д. Е., Голубев Е. Ф., Сихарулидзе Ю. Г., Алгоритм управления космическим аппаратом при входе в атмосферу - М, Наука, 1975.
  • Охоцимский Д.Е., Голубев Ю.Ф.Механика и управление движением автоматического шагающего аппарата - М., Наука, 1984.
  • Охоцимский Д.Е.,Сихарулидзе Ю.Г. Основы механики космического полета. - М., Наука, 1990
gollark: Yes, <@!509849474647064576> can do it.
gollark: I can hook up schematica or something.
gollark: A mathematical counterproof?
gollark: Further evidence that they are my alt.
gollark: What it should do is hide the message then dynamically parse, filter and reserialize conversations to remove references to the person in question or their messages.

References
  1. Okhotsimsky D.E., To the theory of the motion of a missile, Applied Mathematics and Mechanics, v. 10, 2, p. 251-272 (1946)
  2. N.N.Moiseyev, How far this is until tomorrow | Н.Н. Моисеев, Как далеко до завтрашнего дня, М., 2002. Memoirs of Nikita Moiseyev in Russian, chapter 7
  3. V.V.Beletsky, Six dozens, Moscow, 2004 | В.В.Белецкий, Шесть дюжин, Москва, 2004. Memoirs of V.V. Beletsky, in Russian
  4. G. B. Yefimov, Ye. Yu. Zuyeva, I. B. Shenkov. Computer algebra in the Keldysh Institute of Applied Mathematics, Компьютерная алгебра в ИПМ им. М.В. Келдыша
  5. A. K. Platonov, R. K. Kazakova. First computer processing of the trajectory measurements of the first satellite. Vestnik Rossiyskoy Akademii Nauk, v. 72, 9, p.815-820, 2002
  6. Okhotsimsky D.E., Eneev T.M. Some variational problems related to the launch of the artificial satellite. Uspekhi fizicheskikh nauk, v. 63, 1a, 1957, p. 33-50.
  7. B.E. Chertok, Rockets and people, v.4, Moon race|Б. Е. Черток, Ракеты и люди ,т.4, Лунная гонка
  8. Okhotsimsky D.E.,Golubev E.F., Siharulidze Yu.G. Algorithms to control a spacecraft entering the atmosphere, Nauka, Moscow, 1975
  9. Okhotsimsky D.E., Sarychev V.A. System of gravitational stabilization. In:"Artificial satellites", No 16, 1963, pp. 5-9.
  10. Okhotsimsky D.E., Golubev Yu. F. Mechanis and control of the automatic walking system, Nauka, Moscow, 1974
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