Zhabborov.pdf

zhabborov.pdf
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Summary

A system of second-order differential equations for the stress tensor and pore pressure in poroelasticity statics is obtained, showing the stress tensor to be a biharmonic function. Integral mean value relations for the system are found, including mean value relations for harmonic and biharmonic functions. The system consists of equations (2) and (9), where (2) represents the harmonicity of the pore pressure p, and (9) represents the relationship between the stress tensor and pore pressure. The mean value relation for the stress tensor is given by (14), which is derived using the averaging operator and properties of harmonic and biharmonic functions.

Description

A system of second-order differential equations for the stress tensor and pore pressure in poroelasticity statics is obtained, showing the stress tensor to be...

Technical Information

  • File Format: PDF
  • File Size: 125 KB
  • Pages: 8
  • Language: EN
  • Total Downloads: 81
  • Last Updated: 1 month ago

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