Abstract

The present article presents TIP equations for different types of variable electromagnetic fields. Here we use the results of applying the Stretton-Chew integrals in the theory of electromagnetic fields expounded in a book by M.S.Zhdanov

Reference

  •  1) Martyshko, P.S.: «On the solution of the direct-current inverse problem of electric prospecting for arbitrary classes of potentials,» Izv.AN SSSR, ser.Fizika Zemli, 1986, No.l, pp.87-92.

  •  2) Nikonova, F.I., and Tsirulski, A.V.: «Gravitational and magnetic anomalies interpretation on the basis of potentials classes with their inverse problem solvable in a finite form, (in Russian)

  •  3) Martyshko, P.S.; «Integro-differential equations of inverse problems for varying electromagnetic fields,» Izv.AN SSSR, ser.Fizika Zemli, 1986, No.5, pp.55-62.

  •  4) Tsirulski, A.V.: «Inverse problems for a logarithmic potential,» Dr.Sc.Thesis (Phys. and Math.), Sverdlovsk, 1976, 150 pp. (in Russian).

  •  5) Zhdanov, M.S.: «Cauchy-type integral analogs in the theory of geophysical fields,» Moscow, Nauka Publ., 1984, 328 pp. (in Russian).

  •  6) Hoenl, H., Maue, P., and Westphahl, K.: «Theory of diffraction,» Moscow, Mir Publ., 1964, 428 pp.

  •  7) Strakhov, V.N.: «Functional equations of plane inverse problem of potential and numerical approximated solutions of this problem,» DAN SSSR, 1 974, v.21 3, No.l, 863-866.

  •  8) Petrov, A.A.: «Interpretation of electric prospecting under conditions of rough relief,» Izv.AN SSSR, ser.Fizika Zemli, 1989, No. 12, pp.84.

  •  9) Gurevich, Yu.M.: «Calculation methods for magnetic fields of spread currents,» Sverdlovsk, 1982 (in Russian).

ОБ ИНТЕРПРЕТАЦИИ ЭЛЕКТРОМАГНИТНЫХ ДАННЫХ

Мартышко П.С.

Аннотация

Настоящая статья представляет уравнения обратной задачи для различных типов переменных электромагнитных полей. Здесь мы используем результаты применения Stretton-Chew интегралов в теории электромагнитного поля, изложенных в книге Жданова.

Информация об авторах

Библиографическая ссылка

Мартышко П.С. ОБ ИНТЕРПРЕТАЦИИ ЭЛЕКТРОМАГНИТНЫХ ДАННЫХ // Геофизика. 1994. № 4. С. 41-46.

Список литературы

  •  1) Martyshko, P.S.: «On the solution of the direct-current inverse problem of electric prospecting for arbitrary classes of potentials,» Izv.AN SSSR, ser.Fizika Zemli, 1986, No.l, pp.87-92.

  •  2) Nikonova, F.I., and Tsirulski, A.V.: «Gravitational and magnetic anomalies interpretation on the basis of potentials classes with their inverse problem solvable in a finite form, (in Russian)

  •  3) Martyshko, P.S.; «Integro-differential equations of inverse problems for varying electromagnetic fields,» Izv.AN SSSR, ser.Fizika Zemli, 1986, No.5, pp.55-62.

  •  4) Tsirulski, A.V.: «Inverse problems for a logarithmic potential,» Dr.Sc.Thesis (Phys. and Math.), Sverdlovsk, 1976, 150 pp. (in Russian).

  •  5) Zhdanov, M.S.: «Cauchy-type integral analogs in the theory of geophysical fields,» Moscow, Nauka Publ., 1984, 328 pp. (in Russian).

  •  6) Hoenl, H., Maue, P., and Westphahl, K.: «Theory of diffraction,» Moscow, Mir Publ., 1964, 428 pp.

  •  7) Strakhov, V.N.: «Functional equations of plane inverse problem of potential and numerical approximated solutions of this problem,» DAN SSSR, 1 974, v.21 3, No.l, 863-866.

  •  8) Petrov, A.A.: «Interpretation of electric prospecting under conditions of rough relief,» Izv.AN SSSR, ser.Fizika Zemli, 1989, No. 12, pp.84.

  •  9) Gurevich, Yu.M.: «Calculation methods for magnetic fields of spread currents,» Sverdlovsk, 1982 (in Russian).