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Set-Valued Force Laws [Dyna...
As one of the oldest natural sciences, mechanics occupies a certain pioneering role in determining the development of exact sciences through its interaction with mathematics. As a matter of fact, there is hardly an area in mathematics that hasn't found an application of some form in mechanics. It is thus almost inevitable that theoretical methods in mechanics are highly developed and laid out on different levels of abstraction. With the spread of digital processors this goes as far as the implementation in commercial computer codes, where the user is merely con fronted on the surface with the processes that run in the background, i. e. mechan ics as such: in teaching and research, as well as in the context of industry, me chanics is much more, and must remain much more than the mere production of data with the help of a processor. Mechanics, as it is talked about here, tradition ally includes a wide spectrum, ranging from applied mechanics, analytical and technical mechanics to modeling. and experimental mechanics, as well as technical realization. It also includes the subdisciplines of rigid body mechanics, continuum mechanics, or fluid mechanics, to mention only a few. One of the fundamental and most important concepts used by nearly all natural sciences is the concept of linearization, which assumes the differentiability of mappings. As a matter of fact, all of classical mechanics is based on the avail ability of this quality
Monografía
monografia Rebiun24708775 https://catalogo.rebiun.org/rebiun/record/Rebiun24708775 120803s2001 gw s 00 0 eng d 9783540444794 9783642535956 9783540414360 9783642535949 UMA.RE 531.783 Glocker, Christoph. aut. http://id.loc.gov/vocabulary/relators/aut Set-Valued Force Laws Recurso electrónico] Dynamics of Non-Smooth Systems by Christoph Glocker 1st ed. 2001 Berlin, Heidelberg Springer Berlin Heidelberg 2001 Berlin, Heidelberg Berlin, Heidelberg Springer Berlin Heidelberg IX, 222 p IX, 222 p Text txt rdacontent computer c rdamedia online resource cr rdacarrier text file PDF rda Lecture notes in applied mechanics vol. 1 Lecture Notes in Applied and Computational Mechanics 1 Bibliogr.: p.209-216 Indice. p.217-222 As one of the oldest natural sciences, mechanics occupies a certain pioneering role in determining the development of exact sciences through its interaction with mathematics. As a matter of fact, there is hardly an area in mathematics that hasn't found an application of some form in mechanics. It is thus almost inevitable that theoretical methods in mechanics are highly developed and laid out on different levels of abstraction. With the spread of digital processors this goes as far as the implementation in commercial computer codes, where the user is merely con fronted on the surface with the processes that run in the background, i. e. mechan ics as such: in teaching and research, as well as in the context of industry, me chanics is much more, and must remain much more than the mere production of data with the help of a processor. Mechanics, as it is talked about here, tradition ally includes a wide spectrum, ranging from applied mechanics, analytical and technical mechanics to modeling. and experimental mechanics, as well as technical realization. It also includes the subdisciplines of rigid body mechanics, continuum mechanics, or fluid mechanics, to mention only a few. One of the fundamental and most important concepts used by nearly all natural sciences is the concept of linearization, which assumes the differentiability of mappings. As a matter of fact, all of classical mechanics is based on the avail ability of this quality Fricción (mecánica) Mechanics Mathematics Mechanics, applied Engineering Classical Mechanics Applications of Mathematics Theoretical and Applied Mechanics Computational Intelligence