By Otto T. Bruhns

This textbook is for complex scholars who already are acquainted with the straight forward thoughts of statics and the energy of fabrics. the foundations of linear continuum mechanics and linear elastic fabric habit are offered. They construct the basis for the later remedy of constructions corresponding to beams, bars, plates and shells. specific recognition is paid to the respective thin-walled circumstances. The textual content additionally includes a few chapters at the increasingly more vital subject of dynamics of constructions. in addition, it presents the basic ideas underlying sleek desktop equipment. The e-book is dependent such that during every one bankruptcy the theoretical issues are followed through numerous illustrative examples demonstrating the applying of those effects. on the finish of every bankruptcy, extra difficulties are integrated. The options to those difficulties are given within the final bankruptcy.

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And Gauthier D. (2004) DEM-LES simulation of coal combustion in a bubbling fluidized bed Part I, Chem. Eng. , 59(20): 4193– 203. 1 Introduction By combining a constitutive law with balance principles (balance equations) a set of governing equations is obtained for continuum problems. The balance principles are “a priori” physical principles describing materials in sufficient bulk so that effects of discontinuous microstructure can be neglected. Balance principles include conservation of mass, conservation of energy, preservation of momentum balance, preservation of moment of momentum balance, etc.

Feng (2001) Parallelised finite/discrete element simulation of multi-fracturing solids and discrete systems. Engineering Computations, 18(3/4): 557– 76. T. A. de Souza Neto, M G. Cottrel, F. -M. Andrade Pires, and J. Yu (2002) The modelling of multi-fracture solids and particulate media. Fifth World Congress on Computational Mechanics (WCCM V), Vienna, Austria, July 7–12. T. Feng, J. Yu, and D. Peric (2001) Finite/discrete element analysis of multi-fracture and multi-contact phenomena. Lecture Notes in Computer Science, 1981: 484– 505.

F. K. White (1998) Combined single and smeared crack model in combined finite-discrete element method, Int. J. Numer. , 44: 41–57. P. F. Andrews (2000) Detonation gas model for combined finite-discrete element simulation of fracture and fragmentation, Int. J. Numer. Meth. , 49: 1495– 1520. Munjiza, A. (2004) The combined finite-discrete element method, Chichester: John Wiley and Sons, Ltd. W. (2000) A numerical and experimental study of the performance and safety issues for ore pass system. (RP-5).

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