THE USE OF ANGULAR VELOCITY VECTOR IN SHELL STRUCTURES
Résumé
In the following work, the principle of deformation is investigated using a new parameter called the angular velocity. The
deformed element of surface is fully defined by this new parameter that is whenever the element of the reference surface
undergoes a motion the three components of angular velocity define completely this motion.
Références
[1] A.E.H, Love, (1944) A Treatise on the Mathematical
theory of Elasticity. 4th ed., New York, Dover
Publication.
[2] P.M. Naghdi, (1963) “Foundations of elastic Shell
theory”, Prog. Solid Mech., ed. I.N. Sneddon_hill, 4,
North Holland.
[3] A. E. Green & W. Zerna, (1968), Theoretical
Elasticity, 2ed., Oxford, the Clarendon Press.
[4] C.J.K. Williams, (1986) “Defining and Designing
Curved Flexible Tensile surface structures “the
mathematics & Its applications conference series,
N°6, .
[5] R . Chebili, (1991) “he boundary support of shells“
Ph.D thesis , university of bath, U.K.
theory of Elasticity. 4th ed., New York, Dover
Publication.
[2] P.M. Naghdi, (1963) “Foundations of elastic Shell
theory”, Prog. Solid Mech., ed. I.N. Sneddon_hill, 4,
North Holland.
[3] A. E. Green & W. Zerna, (1968), Theoretical
Elasticity, 2ed., Oxford, the Clarendon Press.
[4] C.J.K. Williams, (1986) “Defining and Designing
Curved Flexible Tensile surface structures “the
mathematics & Its applications conference series,
N°6, .
[5] R . Chebili, (1991) “he boundary support of shells“
Ph.D thesis , university of bath, U.K.
Comment citer
CHEBILI, R. et al.
THE USE OF ANGULAR VELOCITY VECTOR IN SHELL STRUCTURES.
Courrier du Savoir, [S.l.], v. 6, avr. 2014.
ISSN 1112-3338.
Disponible à l'adresse : >https://revues.univ-biskra.dz/index.php/cds/article/view/315>. Date de consultation : 26 avr. 2024
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