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Оглавление
- 1 G.V. Kozlov, I.V. Dolbin.pdf
- [1] Schaefer DW, Zhao J, Dowty H, Alexander M, Orler EB. Carbon nanofibre reinforcement of soft materials. Soft Matter. 2008;4(10): 2071-2078.
- [12] Karbushev VV, Semakov AV, Kulichikhin VG. Structure and mechanical properties of thermoplastics modified with nanodiamonds. Polymer Science, Series A. 2011;53(9): 1513-1523.
- 3 Rajneesh Kumar, Richa Vohra.pdf
- [32] Brock LM. Rapid quasi-brittle tearing of a thermoelastic strip. Acta Mechanica. 1995;112: 95-106.
- [33] Brock LM. Effects of thermoelasticity and a von mises condition in rapid steady-state quasi-brittle fracture. International Journal of Solids and Structures. 1996;33(28): 4131-4142.
- [39] Kiani K, Ghomi HG, Kojorian AN. On the role of shear deformation in dynamic behavior of a fully saturated poroelastic beam traversed by a moving load. International Journal of Mechanical Sciences. 2015;94-95: 84-95.
- [33] Brock LM. Effects of thermoelasticity and a von mises condition in rapid steady-state quasi-brittle fracture. International Journal of Solids and Structures. 1996;33(28): 4131-4142.
- [32] Brock LM. Rapid quasi-brittle tearing of a thermoelastic strip. Acta Mechanica. 1995;112: 95-106.
- Rajendran Selvamani.pdf
- (17)
- Taking , , , , , and expanding the above determinant, we get
- , (18)
- (20)
- and the constant is given by the following relation for the isotropic half space
- (21)
- 5. Boundary conditions and Frequency equations
- 10 A.R. Arutyunyan.pdf
- Parameter will be considered as an effective time, which is capable to describe the aging (deformation and quench). According to relation (1) in the instantaneous active loading this parameter can be considered as 'deformation time' . In unloading st...
- , (3)
- , (4)
- Parameter will be considered as an effective time, which is capable to describe the aging (deformation and quench). According to relation (1) in the instantaneous active loading this parameter can be considered as 'deformation time' . In unloading st...
- MPM_2020_instructions.pdf
- Submission of papers:
- Rajendran Selvamani.pdf
- (17)
- Taking , , , , , and expanding the above determinant, we get
- , (18)
- (20)
- and the constant is given by the following relation for the isotropic half space
- (21)
- 5. Boundary conditions and Frequency equations
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