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Theories of elastic slender curved rods
Zeitschrift für angewandte Mathematik und Physik ZAMP, 1973The linear and nonlinear theories of elastic slender curved rods are formulated in a systematic manner. Equations of equilibrium for stress resultants and moments are derived. The generalized strains are defined based on the principle of virtual work. Constitutive equations corresponding to small strains are obtained.
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Evolution model of curved rods
2000Predmet ovog rada je izvod i opravdanje jednodimenzionalnih modela u teoriji elastičnosti. Promatramo problem gibanja tankog lineariziranog elastičnog zakrivljenog štapa, te pripadnu svojstvenu zadaću. Rad je sastavljen iz tri poglavlja. U prvom poglavlju donosimo osnovne rezultate dobivene za problem ravnoteže lineariziranog elastičnog zakrivljenog ...
Tutek, Zvonimir, Tambača, Josip
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Wave Propagation in Prestressed Curved Rods
Journal of the Engineering Mechanics Division, 1980The vibration and harmonic wave propagation in prestressed curved rods is theoretically studied. The equations of spatial elastic rods subjected to a generally deformation-dependent loading are employed and are specialized to prestressed planar circular arch equations.
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Wave Propagation in Piezoelectric Circular Curved Rods
Iranian Journal of Science and Technology, Transactions A: Science, 2018Dispersion equations of wave propagation in piezoelectric circular curved rods in an orthogonal curvilinear coordinate system are established in this paper, in which the displacements and electrical potential fields are described using Bessel functions.
Deng Qing-tian, Luo Song-nan
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2000
The dynamic model of curved rod is obtained as an approximation of oscillations of three-dimensional curved rod--like linearized elastic body. The corresponding convergence result is stated.
Tambača, Josip, Tutek, Zvonimir
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The dynamic model of curved rod is obtained as an approximation of oscillations of three-dimensional curved rod--like linearized elastic body. The corresponding convergence result is stated.
Tambača, Josip, Tutek, Zvonimir
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2014
We present a combination of the asymptotic, direct, and numerical methods on the example plane problem of finite deformations of a thin curved strip. The study includes both static and dynamic analyses; the inhomogeneity of the strip is taken into account. The method of asymptotic splitting allows for a consistent dimensional reduction of the equations
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We present a combination of the asymptotic, direct, and numerical methods on the example plane problem of finite deformations of a thin curved strip. The study includes both static and dynamic analyses; the inhomogeneity of the strip is taken into account. The method of asymptotic splitting allows for a consistent dimensional reduction of the equations
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Increment Threshold Versus Intensity Curves for Rods
1985The increment threshold versus intensity (t.v.i.) curve for rods was studied using Stiles’ two color threshold technique at 10° temporal retina on two normal observers. The results show that the t.v.i. curves for rods for both observers were shallower than the t.v.i. curves for rods which Stiles (1939) (1) described.
Kenji Kitahara +4 more
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Two curved rods in non-specific vaginitis.
Scandinavian journal of urology and nephrology. Supplementum, 1985Sixteen isolates from the vaginal discharge of women with bacterial vaginosis (non-specific vaginitis) and six provided by other investigators were divided into two groups on the basis of morphology and biochemical tests. Only one organism type was isolated from any one patient.
A, Fox, I, Phillips
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