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Редактор(ы):Martins J.B.
Издание:D.Reidel publishing company, 1982 г., 586 стр., ISBN: 978-94-009-7897-3
Язык(и)Английский
Numerical methods in geomechanics / Численные методы в геомеханике

This volume contains the edited texts of the lectures and written discussions prepared for the NATO sponsored Advanced Study Institute (ASI) on "Numerical Methods in Geomechanics" promoted by the University of Minho, Braga, Portugal and held at Vimeiro Hotel (Torres Vedras) - August 24 to September 4, 1981. The object of the NATO-AS I has been to gather, as lecturers ,a wide range of scientists and engineers specialized on the above branch of knwoledgement in order to cover the whole variety of approaches for the solution of the set of problems concerning Geomechanics.

Выпуск 1
Редактор(ы):Borger J.L., Cardoso A.S., Costa P.A., Gomes A.T., Marques J.C., Vieira C.S.
Издание:CRC Press, 2018 г., 934 стр., ISBN: 978-1-138-54446-8
Язык(и)Английский
Numerical methods in geotechnical engineering. Volume 1 / Числовые методы в геомеханике. Выпуск 1

The European Regional Technical Committee (ERTC7) of the International Society for Soil Mechanics and Geotechnical Engineering (ISSMGE) and the Organizing Committee welcome all participants of the 9th European Conference on Numerical Methods in Geotechnical Engineering (NUMGE2018), held at the Faculty of Engineering of University of Porto (FEUP), in Porto, Portugal, from 25th to 27th June 2018.

Выпуск 2
Редактор(ы):Borger J.L., Cardoso A.S., Costa P.A., Gomes A.T., Marques J.C., Vieira C.S.
Издание:CRC Press, 2018 г., 748 стр., ISBN: 978-1-138-54446-8
Язык(и)Английский
Numerical methods in geotechnical engineering. Volume 2 / Числовые методы в геомеханике. Выпуск 2

The European Regional Technical Committee (ERTC7) of the International Society for Soil Mechanics and Geotechnical Engineering (ISSMGE) and the Organizing Committee welcome all participants of the 9th European Conference on Numerical Methods in Geotechnical Engineering (NUMGE2018), held at the Faculty of Engineering of University of Porto (FEUP), in Porto, Portugal, from 25th to 27th June 2018.

Автор(ы):Lamoureuxe M.P., Margrave G.F.
Издание:Cambridge University Press, 2019 г., 456 стр., ISBN: 978-1-107-17014-8
Язык(и)Английский
Numerical methods of exploration seismology / Числовые методы сейсморазведки

Exploration seismology is a complex technology that blends advanced physics, mathematics, and computation. Seismic imaging, an essential part of exploration seismology, has evolved over roughly 100 years of effort into a sophisticated imaging system capable  of forming detailed 3D images of the interior of the Earth’s crust. We have been involved in research, teaching, and practice in this field for many decades and this book is an outgrowth of our experience. With it we hope to bring a more detailed understanding of the methods of seismic imaging to a broad audience of scientists and engineers. <...>

Редактор(ы):Konietzky H.
Издание:A.A.Balkema, 2004 г., 310 стр., ISBN: 978-1-4822-5988-9
Язык(и)Русский
Numerical modeling of discrete materials In geotechnical engineering, civil engineering and earth sciences / Числовое моделирование дискретных материалов в геотехнике, гражданском строительстве и науках о земле

Masonry Structures
Comparative computations of masonry arch bridges using continuum and discontinuum mechanics R. Schlegel, K. Rautenstrauch & J. Will
Modeling stone masonry dynamics with 3DEC J.V. Lemos
Failure analysis of masonry shear walls
R.    Schlegel & K. Rautenstrauch
Tunnels and Caverns
The Gotthard-Base-Tunnel: conceptual modeling for tunneling extremely weak zones H. Konietzky, L. te Kamp & H. Hagedorn
A study on the deformation of the lining of a circular tunnel according to the variation of ground condition
Y.S. Oh, T.W. Ha, J.S. Lee & Y.W. Park

Автор(ы):Sanderson D.J., Zhang X.
Издание:Elsevier, 2002 г., 300 стр., ISBN: 0-08-043931-4
Язык(и)Английский
Numerical modelling and analysis of fluid flow and deformation of fractured rock masses / Численное моделирование и анализ течения жидкости и деформации трещиноватых массивов горных пород

Our understanding of the subsurface system of the earth is becoming increasingly more sophisticated both at the level of the behaviour of its components (solid, liquid and gas) as well as their variations in space and time. The implementation of coupled models (e.g. mechanical-hydraulic, mechanical-thermal and hydraulic-thermal) is essential for the understanding of an increasing number of natural phenomena and in predicting human impact on these.

Редактор(ы):Pande G.N., Pietruszczak S.
Издание:A.A.Balkema, 2002 г., 661 стр., ISBN: 90-5809-359-X
Язык(и)Английский
Numerical models in geomechanics / Численные модели в геомеханике

1. CONSTITUTIVE MODELS FOR GEOMATERIALS
1.1 Mathematical formulation
On the incremental behaviour of granular soils F Calvetti, C. Tamagnini & G. Viggiani
Micromechanical model for softening and dilatation of rock joints A. Misra
On failure criteria incorporating a scalar anisotropy parameter D. Lydzba & S. Pietruszczak
A new macroscopic approach for brittle damage: anisotropy and unilateral effect H. Welemane & F. Cormery
A constitutive model for North Sea Chalk: application to reservoir compaction and waterflooding R. Charlier, F. Collin, C. Schroeder, P. Illing, P. Delage, Y.J. Cui & V De Gennaro
Modelling principal stress rotation effects with multilaminate type constitutive models for clay H.P. Neher, M. Cudny, C. Wiltafsky & H.F. Schweiger

Автор(ы):Wahab M.A.
Издание:Springer, 2021 г., 396 стр., ISBN: 978-981-15-9753-4
Язык(и)Английский
Numerical problems in crystallography / Численные задачи кристаллографии

Crystallography, an interdisciplinary subject, plays an important role in a wide range of subjects of science and technology. Its rudimentary knowledge is essential for beginners in physics, chemistry, mathematics, molecular biology, geology, metallurgy, and particularly to materials science and mineralogy. Its relationship with physics can be understood in terms of the following examples:
1. All conservation laws in physics are essentially interrelated with symmetry operations.
2. Symmetry considerations allow us to establish Pauli’s exclusion principle.
3. Periodic potential of the lattice is responsible for the creation of allowed and forbidden energy bands. Accordingly, materials can be classified as conductor, semi-conductor and insulator depending on the amount of band gap.
4. Relationships between the magnitudes of measurable parameters give rise to the tensor components of different physical properties in crystals. This list can be elaborated further. <...>

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