Электронная книга: Marcin Kaminski «The Stochastic Perturbation Method for Computational Mechanics»
Probabilistic analysis is increasing in popularity and importance within engineering and the applied sciences. However, the stochastic perturbation technique is a fairly recent development and therefore remains as yet unknown to many students, researchers and engineers. Fields in which the methodology can be applied are widespread, including various branches of engineering, heat transfer and statistical mechanics, reliability assessment and also financial investments or economical prognosis in analytical and computational contexts. Stochastic Perturbation Method in Applied Sciences and Engineering is devoted to the theoretical aspects and computational implementation of the generalized stochastic perturbation technique. It is based on any order Taylor expansions of random variables and enables for determination of up to fourth order probabilistic moments and characteristics of the physical system response. Key features: Provides a grounding in the basic elements of statistics and probability and reliability engineering Describes the Stochastic Finite, Boundary Element and Finite Difference Methods, formulated according to the perturbation method Demonstrates dual computational implementation of the perturbation method with the use of Direct Differentiation Method and the Response Function Method Accompanied by a website (www.wiley.com/go/kaminski) with supporting stochastic numerical software Covers the computational implementation of the homogenization method for periodic composites with random and stochastic material properties Features case studies, numerical examples and practical applications Stochastic Perturbation Method in Applied Sciences and Engineering is a comprehensive reference for researchers and engineers, and is an ideal introduction to the subject for postgraduate and graduate students. Издательство: "John Wiley&Sons Limited"
ISBN: 9781118481820 электронная книга Купить за 11316.87 руб и скачать на Litres |
Marcin Kamiński
Personal information | |||
---|---|---|---|
Full name | Marcin Kamiński | ||
Date of birth | January 15, 1992 | ||
Place of birth | Konin, Poland | ||
Height | 1.89 m (6 ft 2 1⁄2 in) | ||
Playing position | Centre back | ||
Club information | |||
Current club | Lech Poznań | ||
Number | 35 | ||
Youth career | |||
Aluminium Konin | |||
Lech Poznań | |||
Senior career* | |||
Years | Team | Apps† | (Gls)† |
2009– | Lech Poznań | 5 | (0) |
National team | |||
2009– | Poland U-19 | ||
* Senior club appearances and goals counted for the domestic league only and correct as of 29 July 2011. † Appearances (Goals). |
Marcin Kamiński (born January 15, 1992 in Konin) is a Polish footballer who plays for Lech Poznań as a centre back.
Career
He also plays for the Polish under-19 national team.
External links
- Player stats at 90minut.pl (Polish)
|
- 1992 births
- Living people
- People from Konin
- Polish footballers
- Association football midfielders
- Lech Poznań players
- Ekstraklasa players
- Polish football biography stubs
Источник: Marcin Kamiński
Другие книги схожей тематики:
Автор | Книга | Описание | Год | Цена | Тип книги |
---|---|---|---|---|---|
Marcin Kaminski | The Stochastic Perturbation Method for Computational Mechanics | Probabilistic analysis is increasing in popularity and importance within engineering and the applied sciences. However, the stochastic perturbation technique is a fairly recent development and… — John Wiley&Sons Limited, электронная книга Подробнее... | 11316.87 | электронная книга |
См. также в других словарях:
Computational Aeroacoustics — While the discipline of Aeroacoustics is definitely dated back to the first publication of Sir James Lighthill[1][2] in the early 1950s, the origin of Computational Aeroacoustics can only very likely be dated back to the middle of the 1980s.… … Wikipedia
Monte Carlo methods for electron transport — The Monte Carlo method for electron transport is a semiclassical Monte Carlo(MC) approach of modeling semiconductor transport. Assuming the carrier motion consists of free flights interrupted by scattering mechanisms, a computer is utilized to… … Wikipedia
Quantum mechanics — For a generally accessible and less technical introduction to the topic, see Introduction to quantum mechanics. Quantum mechanics … Wikipedia
Chemical biology — is a scientific discipline spanning the fields of chemistry and biology that involves the application of chemical techniques and tools, often compounds produced through synthetic chemistry, to the study and manipulation of biological systems.… … Wikipedia
Mathematical optimization — For other uses, see Optimization (disambiguation). The maximum of a paraboloid (red dot) In mathematics, computational science, or management science, mathematical optimization (alternatively, optimization or mathematical programming) refers to… … Wikipedia
Numerical sign problem — The numerical sign problem refers to the difficulty of numerically evaluating the integral of a highly oscillatory function of a large number of variables. Numerical methods fail because of the near cancellation of the positive and negative… … Wikipedia