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Description
  • Stress strain analysis of elastic halfspace by means of Gauss numerical integration and Jacobean of transformation is presented. The arbitrary shape and general course of the loaded area in nodal points is allowed by use of 4- and 8-node isoparametric elements, numerical integration and Jacobean transformation. Results of numerical examples are compared with other solutions.
  • Stress strain analysis of elastic halfspace by means of Gauss numerical integration and Jacobean of transformation is presented. The arbitrary shape and general course of the loaded area in nodal points is allowed by use of 4- and 8-node isoparametric elements, numerical integration and Jacobean transformation. Results of numerical examples are compared with other solutions. (en)
  • Stress strain analysis of elastic halfspace by means of Gauss numerical integration and Jacobean of transformation is presented. The arbitrary shape and general course of the loaded area in nodal points is allowed by use of 4- and 8-node isoparametric elements, numerical integration and Jacobean transformation. Results of numerical examples are compared with other solutions. (cs)
Title
  • General Contact Element using Jacobian of Transformation and Gauss Nimerical Integration of Half-space
  • General Contact Element using Jacobian of Transformation and Gauss Nimerical Integration of Half-space (en)
  • General Contact Element using Jacobian of Transformation and Gauss Nimerical Integration of Half-space (cs)
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  • General Contact Element using Jacobian of Transformation and Gauss Nimerical Integration of Half-space
  • General Contact Element using Jacobian of Transformation and Gauss Nimerical Integration of Half-space (en)
  • General Contact Element using Jacobian of Transformation and Gauss Nimerical Integration of Half-space (cs)
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  • RIV/62304178:_____/12:#0000031!RIV14-MPO-62304178
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  • P(FR-TI2/746)
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  • 137814
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  • RIV/62304178:_____/12:#0000031
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  • General contact element, linear elastic half-space, Gauss numerical integration, soil-structure interaction, FEM (en)
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  • [D05544F90B49]
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  • Paříž
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  • Recent Advances in Systems Science and Mathematical Modelling: proceedings of the 3rd International Conference on Mathematical Models for Engineering Science (MMES '12)
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  • Čajka, Radim
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  • WSEAS Press
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  • 978-1-61804-141-8
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