shearing stress - перевод на русский
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shearing stress - перевод на русский

COMPONENT OF STRESS COPLANAR WITH A MATERIAL CROSS SECTION
Sheer stress; Wall shear stress; Shear Stress; Shearing stress; Shear (fluid); Double shear; Shear-stress; Wall Shear Stress
  • τ}}, deforms the rectangle into a [[parallelogram]]. The area involved would be the top of the parallelogram.
Найдено результатов: 433
shearing stress         

общая лексика

касательное напряжение

напряжение при срезе

срезывающее усилие

shearing stress         
срезывающее усилие
shearing stress         
shear stress         

общая лексика

напряжение при сдвиге

медицина

срезывающее напряжение

строительное дело

напряжение сдвига (среза)

касательное напряжение

shear stress         
напряжение сдвига (среза); касательное напряжение
double shear         
двойной срез
double shear         

общая лексика

двойной срез

double shear         
двойной срез
octahedral shear stress         
  • Idealized stress in a straight bar with uniform cross-section.
  • Illustration of typical stresses (arrows) across various surface elements on the boundary of a particle (sphere), in a homogeneous material under uniform (but not isotropic) triaxial stress. The normal stresses on the principal axes are +5, +2, and −3 units.
  • The stress across a surface element (yellow disk) is the force that the material on one side (top ball) exerts on the material on the other side (bottom ball), divided by the area of the surface.
  • Components of stress in three dimensions
  • Isotropic tensile stress. Top left: Each face of a cube of homogeneous material is pulled by a force with magnitude ''F'', applied evenly over the entire face whose area is ''A''.  The force across any section ''S'' of the cube must balance the forces applied below the section. In the three sections shown, the forces are ''F'' (top right), ''F''<math>\sqrt{2}</math> (bottom left), and ''F''<math>\sqrt{3}/2</math> (bottom right); and the area of ''S'' is ''A'', ''A''<math>\sqrt{2}</math> and ''A''<math>\sqrt{3}/2</math>, respectively. So the stress across ''S'' is ''F''/''A'' in all three cases.
  • Simplified model of a truss for stress analysis, assuming unidimensional elements under uniform axial tension or compression.
  • The ratio <math>\sigma = F/A</math> may be only an average stress. The stress may be unevenly distributed over the cross section (''m''–''m''), especially near the attachment points (''n''–''n'').
  • For stress modeling, a [[fishing pole]] may be considered one-dimensional.
  • Shear stress in a horizontal bar loaded by two offset blocks.
  • Glass vase with the ''[[craquelé]]'' effect. The cracks are the result of brief but intense stress created when the semi-molten piece is briefly dipped in water.<ref name=lamglass/>
  • A [[tank car]] made from bent and welded steel plates.
PHYSICAL QUANTITY THAT EXPRESSES INTERNAL FORCES IN A CONTINUOUS MATERIAL
Tensile stress; Physical stress; Normal stress; Tensible strength; Mechanical stress; Piola-Kirchhoff stress tensor; Piola–Kirchoff stress tensor; Stress, mechanical; Deviatorics tress; Compressive; Piola-Kirchhoff stress; Deviatoric; Extensional stress; Longitudinal stress; Stress (physics); Internal stresses; Internal stress; Octahedral shear stress; Piola–Kirchhoff stress tensor; N/m2; Stress path; Cauchy's tetrahedron; Cauchy tetrahedron; Piola-Kirchoff stress tensor
октаэдрическое касательное напряжение, интенсивность напряжений
octahedral shear stress         
  • Idealized stress in a straight bar with uniform cross-section.
  • Illustration of typical stresses (arrows) across various surface elements on the boundary of a particle (sphere), in a homogeneous material under uniform (but not isotropic) triaxial stress. The normal stresses on the principal axes are +5, +2, and −3 units.
  • The stress across a surface element (yellow disk) is the force that the material on one side (top ball) exerts on the material on the other side (bottom ball), divided by the area of the surface.
  • Components of stress in three dimensions
  • Isotropic tensile stress. Top left: Each face of a cube of homogeneous material is pulled by a force with magnitude ''F'', applied evenly over the entire face whose area is ''A''.  The force across any section ''S'' of the cube must balance the forces applied below the section. In the three sections shown, the forces are ''F'' (top right), ''F''<math>\sqrt{2}</math> (bottom left), and ''F''<math>\sqrt{3}/2</math> (bottom right); and the area of ''S'' is ''A'', ''A''<math>\sqrt{2}</math> and ''A''<math>\sqrt{3}/2</math>, respectively. So the stress across ''S'' is ''F''/''A'' in all three cases.
  • Simplified model of a truss for stress analysis, assuming unidimensional elements under uniform axial tension or compression.
  • The ratio <math>\sigma = F/A</math> may be only an average stress. The stress may be unevenly distributed over the cross section (''m''–''m''), especially near the attachment points (''n''–''n'').
  • For stress modeling, a [[fishing pole]] may be considered one-dimensional.
  • Shear stress in a horizontal bar loaded by two offset blocks.
  • Glass vase with the ''[[craquelé]]'' effect. The cracks are the result of brief but intense stress created when the semi-molten piece is briefly dipped in water.<ref name=lamglass/>
  • A [[tank car]] made from bent and welded steel plates.
PHYSICAL QUANTITY THAT EXPRESSES INTERNAL FORCES IN A CONTINUOUS MATERIAL
Tensile stress; Physical stress; Normal stress; Tensible strength; Mechanical stress; Piola-Kirchhoff stress tensor; Piola–Kirchoff stress tensor; Stress, mechanical; Deviatorics tress; Compressive; Piola-Kirchhoff stress; Deviatoric; Extensional stress; Longitudinal stress; Stress (physics); Internal stresses; Internal stress; Octahedral shear stress; Piola–Kirchhoff stress tensor; N/m2; Stress path; Cauchy's tetrahedron; Cauchy tetrahedron; Piola-Kirchoff stress tensor

строительное дело

октаэдрическое касательное напряжение, интенсивность напряжений

Определение

Shorn
·- ·p.p. of Shear.
II. Shorn ·- of Shear.

Википедия

Shear stress

Shear stress (often denoted by τ (Greek: tau)) is the component of stress coplanar with a material cross section. It arises from the shear force, the component of force vector parallel to the material cross section. Normal stress, on the other hand, arises from the force vector component perpendicular to the material cross section on which it acts.

Как переводится shearing stress на Русский язык