viscous stress tensor sentence in Hindi
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- This tensor may be expressed as the sum of the viscous stress tensor minus the hydrostatic pressure.
- In the absence of such a coupling, the viscous stress tensor will have only two independent parameters and will be symmetric.
- The calculated friction drag D _ f utilizes the x-projection of the viscous stress tensor evaluated on each discretized body surface.
- When the viscosity is negleted, the term containing the viscous stress tensor \ mathbf { \ tau } in the Navier Stokes equation vanishes.
- In most fluids the viscous stress tensor too is symmetric, which further reduces the number of viscosity parameters to 6 ?6 = 36.
- The constant part of the viscous stress tensor manifests itself as a kind of pressure, that acts equally and perpendicularly on any surface independent of its orientation.
- The viscous stress tensor is formally similar to the elastic stress tensor that describes internal forces in an total stress tensor comprises both viscous and elastic ( " static " ) components.
- While the viscous stresses are generated by physical phenomena that depend strongly on the nature of the medium, the viscous stress tensor is only a description the local momentary forces between adjacent parcels of the material, and not a property of the material.
- In the Newtonian fluid model, the relationship is by definition a linear map, described by a viscosity tensor that, multiplied by the strain rate tensor ( which is the gradient of the flow's velocity ), gives the viscous stress tensor.
- Where } } is the material derivative operator, also denoted by in capital notation as } }, is the flow velocity, is the local fluid density, is the local pressure, is the viscous stress tensor and represents the sum of the external body forces.
- In particular, the tensor equation "'c? "'} } relating elastic stresses to strains is entirely similar to the equation "'?? & # x307; "'} } relating the viscous stress tensor and the strain rate tensor in flows of dynamical stresses ( related to the " rate " of deformation ).
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