РАЗРАБОТКА МАТЕМАТИЧЕСКОЙ МОДЕЛИ ПЛАСТИЧЕСКОГО ФОРМОИЗМЕНЕНИЯ МЕТАЛЛА С ИСПОЛЬЗОВАНИЕМ ВЛОЖЕННЫХ ГАРМОНИЧЕСКИХ ФУНКЦИЙ

Authors

  • В. В. Чигиринский Zaporozhye National Technical University, Zaporozhye, Ukraine
  • А. Н. Бень Zaporozhye National Technical University, Zaporozhye, Ukraine

DOI:

https://doi.org/10.20535/2305-9001.2011.63.58796

Keywords:

There is presented the solution of plane problem in analytical form for closed system of equation of the theory of plasticity with using enclosed harmonious functions

Abstract

There is presented the solution of plane problem in analytical form for closed system of equation of the theory of plasticity with using enclosed harmonious functions. There are shown decisions with using of the theory of a plastic current. There is passed the analysis of the decision of a problem for the simple strengthened environment which shows is passed that distribution of contact pressure is defined by the factor of the form of the centre of deformation and size of factor of a friction.

Author Biographies

В. В. Чигиринский, Zaporozhye National Technical University, Zaporozhye

д-р техн.наук, проф.

А. Н. Бень, Zaporozhye National Technical University, Zaporozhye

асп.

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Published

2016-01-20

Issue

No. 63 (2011)

Section

Статті

License

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