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Vol 156
Pages:
190-192
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RUS
Research article
Surveying and geodesy

Deriving the equations of surfaces of rotation by transforming the equation of the Earth ellipsoid

Authors:
S. A. Korobkov
About authors
  • G.V. Plekhanov Saint Petersburg Mining University
Date submitted:
2003-06-29
Date accepted:
2003-07-19
Date published:
2004-09-09

Abstract

The derivation of the equations of rotation surfaces in the form of tensor transformations of the canonical equation of the Earth ellipsoid is given.

Коробков С.А. Вывод уравнений поверхностей вращения путем преобразования уравнения земного эллипсоида // Записки Горного института. 2004. Т. 156 . С. 190-192.
Korobkov S.A. Deriving the equations of surfaces of rotation by transforming the equation of the Earth ellipsoid // Journal of Mining Institute. 2004. Vol. 156 . p. 190-192.
Go to volume 156

References

  1. Вакуленко А.А. Полилинейная алгебра и тензорный анализ в механике / ЛГУ. Л., 1972. 64 с.
  2. Коробков С.А. Тензор ошибок на плоскости и в пространстве // Изв. вузов. Геодезия и аэрофотосъемка. 2000. № 2. С.3-20.
  3. Кочин П.Е. Векторное исчисление и начала тензорного исчисления. 7-е изд. М.: Изд-во АН СССР, 1951. 426 с.

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