Results 251 to 260 of about 149,089 (310)
Sonographic Diagnosis of Flexor Tendon Incarceration by a Malunited Fracture Fragment: A Case Report. [PDF]
Chang YC, Lin YT, Cheng YH.
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Linking layered corneal compactness to macroscopic biomechanics: <i>in vivo</i> assessment via integrated densitometry and dynamic deformation analysis. [PDF]
Deng F +6 more
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Bionic optimization design of bed for high-precision turn-milling compound machine tool based on the honeycomb structure. [PDF]
Bing X +5 more
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Dynamic stiffness analysis in tribocontact
Abstract This paper presents the methodology and results of analysis for pin-on-disc tribosystems for the “dynamic stiffness” between specimen and counterface materials. Dynamic stiffness is defined in terms of the tendency of the contact between pin and disc to be maintained in the event that separation of the triboelements occurs.
Seif, M. A., Moslehy, F. A., Rice, S. L.
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Nonlinear Dynamics of Stiff Polymers
Physical Review Letters, 1995A formalism is presented for the nonlinear dynamics of inextensible stiff polymers within the model of local viscous dissipation. By casting the internal elastic forces in an intrinsic representation, enforcing the constraint of local inextensibility through a Lagrange multiplier function, and utilizing techniques from the differential geometry of ...
, Goldstein, , Langer
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On the dynamics of stiff polymers in a melt
Computational and Theoretical Polymer Science, 2000Abstract Chain length dependencies of relaxation times of stiff polymers in nonordered melts are studied both by computer simulation and experimentally. Simulations are performed using the cooperative motion algorithm (CMA). Two kinds of simulated systems are considered with different origin of chain stiffness.
Pakula, T., Harre, K.
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European Polymer Journal, 2001
Abstract In this paper, the bending and stretching elastic potential energies are considered in calculating Hamilton actuating quantity. In the meantime, the mass density of the filament and the friction force are also considered. The normal mode analysis yields eigenfunctions and eigenvalues.
Lin-Xi Zhang, Agen Xia, De-Lu Zhao
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Abstract In this paper, the bending and stretching elastic potential energies are considered in calculating Hamilton actuating quantity. In the meantime, the mass density of the filament and the friction force are also considered. The normal mode analysis yields eigenfunctions and eigenvalues.
Lin-Xi Zhang, Agen Xia, De-Lu Zhao
openaire +1 more source

