## The Elastical Researches of Barré de Saint-Venant |

### From inside the book

Results 1-5 of 93

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**constant**elastician as he has always been - retains the multi -**constant**formulae , remarking : Mais des doutes ont été élevés sur le principe de 4 [ 4 SAINT - VENANT . Page 6

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**constant**controversy : Mais l'isotropie paraît rare . Non - seulement les corps fibreux , tels que bois , les fers ...**constants**. Substituting in the body - stress equa- day daz tion dxx + + = dx dy dz shift - fluxions , he finds ... Page 10

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**constant**and the shears zero throughout . This satisfies the body stress - equations ; the**constant**values of the trac- tions are in this case given by the surface stress - equations . The stress - strain relations then give in terms of ... Page 11

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**constant**values throughout the body and at the surface . Then we have six equations from which to find in terms of the 21 elastic**constants**the six strains . These are six simple partial differential equations which give at once the ... Page 18

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**constant**, but the meaning of 7 , when it is not**constant**, will be assigned in the same manner as before at any point , provided we consider έ as infinitesimally small . The above definition of torsion leads us at once to the results ...### Other editions - View all

### Common terms and phrases

Ave Maria Lane axes axis beam Boussinesq 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 Εωκε

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