The Elastical Researches of Barré de Saint-Venant |
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Page 2
... stresses can be easily found by simple differentiation . But the inverse problem - to find the shifts when the stresses are given- has not been generally solved , because we do not yet know how to integrate the differential equations ...
... stresses can be easily found by simple differentiation . But the inverse problem - to find the shifts when the stresses are given- has not been generally solved , because we do not yet know how to integrate the differential equations ...
Page 3
Isaac Todhunter, Adhémar Jean Claude Barré de Saint-Venant Karl Pearson. stresses must be . Before proceeding to the ... stress and investigates the general formulae for the equilibrium of elastic bodies . In 1868 Saint - Venant ...
Isaac Todhunter, Adhémar Jean Claude Barré de Saint-Venant Karl Pearson. stresses must be . Before proceeding to the ... stress and investigates the general formulae for the equilibrium of elastic bodies . In 1868 Saint - Venant ...
Page 4
... stress on pp . 248-254 . Stress is defined from the molecular standpoint as follows : Nous appellerons donc en général Pression , sur un des deux côtes d'une petite face plane imaginée à l'intérieur d'un corps ou à la limite de ...
... stress on pp . 248-254 . Stress is defined from the molecular standpoint as follows : Nous appellerons donc en général Pression , sur un des deux côtes d'une petite face plane imaginée à l'intérieur d'un corps ou à la limite de ...
Page 6
... stress equations , the body - shift equations and the surface - stress equations . On p . 276 Saint - Venant deduces the body - shift equation for a planar distribution of elasticity such as he requires for his torsion problem . He ...
... stress equations , the body - shift equations and the surface - stress equations . On p . 276 Saint - Venant deduces the body - shift equation for a planar distribution of elasticity such as he requires for his torsion problem . He ...
Page 7
... stress and strain . The same point recurs in almost each torsion problem , where a condition de non- rupture ou de stabilité de la cohésion is given ( e.g. pp . 351 , 396 etc. ) . It is essentially a limit to the proportionality of stress ...
... stress and strain . The same point recurs in almost each torsion problem , where a condition de non- rupture ou de stabilité de la cohésion is given ( e.g. pp . 351 , 396 etc. ) . It is essentially a limit to the proportionality of stress ...
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Ave Maria Lane axes axis beam Boussinesq Cambridge University Press Cauchy Christ's College CLAY & SONS Clebsch coefficients College Comptes rendus constant contour corps cosh cross-section Crown 8vo cylindrical d'une deduced deflection Demy 8vo deux direction distance edition elasticity élastiques ellipsoidal equations fail-point flexure footnote formulae function given gives Hooke's Law hypothesis isotropy Lamé Leçons de Navier linear elasticity LL.D load longitudinal M₁ manière Maurice Lévy maximum memoir on Torsion molecules Notes obtained plane plastic plate prism problem rari-constant rectangular referred résistance rupture Saint-Venant Saint-Venant remarks Saint-Venant's shear shews shifts sinh slide solution St John's College strain stresses stretch stretch-modulus suppose surface terminal theory theory of elasticity traction Trinity College U₁ University of Cambridge University Press Warehouse V₁ V₂ velocity Venant vibrations volume
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