1987
DOI: 10.1111/j.1365-246x.1987.tb00736.x
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2-D and 3-D velocity patterns in southeastern Europe, Asia Minor and the eastern Mediterranean from seismological data

Abstract: 2-D group velocity and 3-D P-wave velocity patterns have been obtained from analyses of the group velocity dispersion of Rayleigh waves in south-eastern Europe and Asia Minor and of the P-wave travel-time residuals along ray-paths with a penetration depth of 100-300 km in southeastern Europe, Asia Minor and the eastern Mediterranean. The inversion procedure used is based on Backus-Gilbert formalism for linear inversion of travel-time data extended to 2-D and 3-D inhomogeneous media. Group velocity distribution… Show more

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Cited by 21 publications
(17 citation statements)
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“…At the same time, Yanovskaya and Nikolova (1984) and Gobarenko et al (1987) developed 2D and 3D tomography methods, based on the Backus-Gilbert theory and applied it to real data in the region of southeast Europe. At present, the method is widely used for the determination of the group and/or phase velocities distribution on a local, regional and global scale.…”
Section: Introductionmentioning
confidence: 99%
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“…At the same time, Yanovskaya and Nikolova (1984) and Gobarenko et al (1987) developed 2D and 3D tomography methods, based on the Backus-Gilbert theory and applied it to real data in the region of southeast Europe. At present, the method is widely used for the determination of the group and/or phase velocities distribution on a local, regional and global scale.…”
Section: Introductionmentioning
confidence: 99%
“…Several studies of the velocity structure of southeastern Europe using different methods for inversion of P-waves travel times have been carried out (Holvand and Husebye, 1982;Gobarenko et. al, 1987;Spakman, 1991;Piromallo and Morelli, 2003).…”
Section: Introductionmentioning
confidence: 99%
See 1 more Smart Citation
“…Для определения скоростной структуры коры района исследований использовалась томографическая инверсия, базирующаяся на методе Бэйкуса-Гильберта для трехмерного случая [Гобаренко, Яновская, 1983;Gobarenko et al, 1987]. Метод предназначен для оценки сглаженных скоростных поправок к исходной скоростной модели по данным невязок времен пробега сейсмических волн, пересекающих изучаемую область.…”
unclassified
“…Для оценки степени сглаживания в разных точках исследуемой области строи-лись сглаживающие функции Q(θ, r), R(ϕ, r), P(z, r) (где r -координаты выбранной точки), приближаемые к функции единичного скачка [Гобаренко, Яновская, 1983;Gobarenko et al, 1987]. Ширина области существенного отличия указанных функций от функции единичного скачка характеризует размеры области сгла-живания по отдельным координатам.…”
unclassified