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- Mohr's_circle abstract "Mohr's circle, named after Christian Otto Mohr, is a two-dimensional graphical representation of the transformation law for the Cauchy stress tensor.After performing a stress analysis on a material body assumed as a continuum, the components of the Cauchy stress tensor at a particular material point are known with respect to a coordinate system. The Mohr circle is then used to determine graphically the stress components acting on a rotated coordinate system, i.e., acting on a differently oriented plane passing through that point.The abscissa, , and ordinate, , of each point on the circle, are the magnitudes of the normal stress and shear stress components, respectively, acting on the rotated coordinate system. In other words, the circle is the locus of points that represent the state of stress on individual planes at all their orientations, where the axes represent the principal axes of the stress element.Karl Culmann was the first to conceive a graphical representation for stresses while considering longitudinal and vertical stresses in horizontal beams during bending. Mohr's contribution extended the use of this representation for both two- and three-dimensional stresses and developed a failure criterion based on the stress circle.Alternative graphical methods for the representation of the stress state at a point include the Lame's stress ellipsoid and Cauchy's stress quadric.The Mohr circle can be applied to any symmetric 2x2 tensor matrix, including the strain and moment of inertia tensors.".
- Mohr's_circle thumbnail Mohr_Circle.svg?width=300.
- Mohr's_circle wikiPageExternalLink v=onepage&q=&f=false.
- Mohr's_circle wikiPageExternalLink books?id=NPZRAAAAMAAJ&source=gbs_navlinks_s.
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- Mohr's_circle wikiPageExternalLink v=onepage&q=&f=false.
- Mohr's_circle wikiPageExternalLink books?id=yYkYAQAAIAAJ&dq=inauthor:%22William+D.+Kovacs%22&ei=kF-MS5LRKpfCM9vEhIYN&cd=1.
- Mohr's_circle wikiPageExternalLink v=onepage&q=&f=false.
- Mohr's_circle wikiPageExternalLink 3000-2054_4-75855210.html?tag=mncol;1.
- Mohr's_circle wikiPageExternalLink index.php.
- Mohr's_circle wikiPageExternalLink Mohrs_Circle.pdf.
- Mohr's_circle wikiPageExternalLink samples.php?CalcName=Mohrs.
- Mohr's_circle wikiPageID "1326660".
- Mohr's_circle wikiPageRevisionID "606476260".
- Mohr's_circle hasPhotoCollection Mohr's_circle.
- Mohr's_circle subject Category:Classical_mechanics.
- Mohr's_circle subject Category:Elasticity_(physics).
- Mohr's_circle subject Category:Materials_science.
- Mohr's_circle subject Category:Mechanics.
- Mohr's_circle subject Category:Solid_mechanics.
- Mohr's_circle comment "Mohr's circle, named after Christian Otto Mohr, is a two-dimensional graphical representation of the transformation law for the Cauchy stress tensor.After performing a stress analysis on a material body assumed as a continuum, the components of the Cauchy stress tensor at a particular material point are known with respect to a coordinate system.".
- Mohr's_circle label "Cerchio di Mohr".
- Mohr's_circle label "Cercle de Mohr".
- Mohr's_circle label "Cirkel van Mohr".
- Mohr's_circle label "Círculo de Mohr".
- Mohr's_circle label "Círculo de Mohr".
- Mohr's_circle label "Koło Mohra".
- Mohr's_circle label "Mohr's circle".
- Mohr's_circle label "Mohrscher Trägheitskreis".
- Mohr's_circle label "Круг Мора".
- Mohr's_circle label "دائرة مور".
- Mohr's_circle label "モールの応力円".
- Mohr's_circle sameAs Mohrscher_Trägheitskreis.
- Mohr's_circle sameAs Círculo_de_Mohr.
- Mohr's_circle sameAs Cercle_de_Mohr.
- Mohr's_circle sameAs Cerchio_di_Mohr.
- Mohr's_circle sameAs モールの応力円.
- Mohr's_circle sameAs Cirkel_van_Mohr.
- Mohr's_circle sameAs Koło_Mohra.
- Mohr's_circle sameAs Círculo_de_Mohr.
- Mohr's_circle sameAs m.02p45kz.
- Mohr's_circle sameAs Q360655.
- Mohr's_circle sameAs Q360655.
- Mohr's_circle wasDerivedFrom Mohr's_circle?oldid=606476260.
- Mohr's_circle depiction Mohr_Circle.svg.
- Mohr's_circle isPrimaryTopicOf Mohr's_circle.
