Difference between revisions of ""Crystal""
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[[Main Page|Department of Theoretical and Applied Mechanics]] > '''"Crystal"''' <HR> | [[Main Page|Department of Theoretical and Applied Mechanics]] > '''"Crystal"''' <HR> | ||
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| + | [http://tm.spbstu.ru/%D0%9F%D1%80%D0%BE%D0%B5%D0%BA%D1%82_%22%D0%9A%D1%80%D0%B8%D1%81%D1%82%D0%B0%D0%BB%D0%BB%22 In Russian] | ||
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| + | [[File:diamond.jpg|thumb]] | ||
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| + | The project is dedicated: | ||
| + | |||
| + | * definition of the link between the mechanical characteristics describing linear elastic properties crystalline solids at the micro and macro levels; | ||
| + | * definition of numerical values elastic characteristics at the micro level on the known experimental values elastic characteristics at the macro level. | ||
| + | |||
| + | It covers the following characteristics: | ||
| + | |||
| + | * at the micro level: the rigidity of the interatomic bonds; | ||
| + | * at the macro level: elastic material characteristics such as stiffness tensor components, the Young's modulus, Poisson's ratio, etc. | ||
| + | |||
| + | == See also == | ||
| + | |||
| + | * [http://tm.spbstu.ru/Crystal:_Graz_2012 Crystal: Graz 2012] | ||
| + | |||
| + | == link == | ||
| + | * [http://en.wikipedia.org/wiki/Allotropes_of_iron Allotropes of iron] | ||
| + | |||
| + | == Project publications == | ||
| + | |||
| + | * E.A. Podolskaya, A.M. Krivtsov, A.Yu. Panchenko. Stability and Structural Transitions in Crystal Lattices // Altenbach/Morozov (Eds), Surface Effects in Solid Mechanics (Series: Advanced Structured Materials Vol. 30), 2012, P. 131-141 | ||
| + | * A.M. Krivtsov, V.A. Kuzkin, Derivation of Equations of State for Ideal Crystals of Simple Structure // Mech. Solids. 46 (3), 387-399 (2011) | ||
| + | * Eremeyev V.A., Ivanova E.A., Indeitsev D.A. Wave processes in nanostructures formed by nanotube arrays or nanosize crystals. // Journal of Applied Mechanics and Technical Physics. 2010. Vol. 51. N 4. P. 569-578. | ||
| + | * V.A. Kuzkin, A.M. Krivtsov. Thermo-mechanical effects in perfect crystals. // ArXiv:1004.3008v1 [cond-mat.mtrl-sci]. 2010. Also published in Proc. of IUTAM Symposium on The Vibration Analysis of Structures with Uncertainties (St. Petersburg, Russia, 2009), Springer, 2011, pp. 403-416. | ||
| + | * Kuzkin V.A., Krivtsov A.M. Thermo-mechanical effects in perfect crystals // Proc. of IUTAM Symposium on The Vibration Analysis of Structures with Uncertainties, 2009, pp. 403-416. (ArXive) | ||
| + | * V.A. Kuzkin. Equivalent thermo-mechanical parameters for perfect crystals with arbitrary multibody potential // Proc. of XXXVII Summer School – Conference “Advanced Problems in Mechanics”. St. Petersburg. 2009. P. 421-431 | ||
| + | * V.A. Kuzkin, A.M. Krivtsov. Thermo-mechanical effects in perfect crystals // Proc. of IUTAM Symposium on The Vibration Analysis of Structures with Uncertainties, 2009. | ||
| + | * V.A. Kuzkin, A. M. Krivtsov. Thermomechanical effects in perfect crystals with arbitrary multibody potential. // Proc. of Int. Conf. on Advances in Materials Science. Prague. 2009. III, 30-34. | ||
| + | * O. S. Loboda, A.M. Krivtsov. Determination mechanical properties of nanostructures with complex crystal lattice using moment interaction at microscale. Scale effect in elastic properties. Reviews on advanced materials science. 2009, Vol. 20, № 2. | ||
| + | * Alexander A. Le-Zakharov, Anton M. Krivtsov. Molecular dynamics modeling of heat wave propagation in crystals // Proc. of XXXVI Summer School – Conference “Advanced Problems in Mechanics”. St. Petersburg. 2008. P. 420-425 | ||
| + | Asiya Kudarova. Modeling of graphene crystal lattice. // Proc. of XXXVI Summer School – Conference “Advanced Problems in Mechanics”. St. Petersburg. 2008. P. 388-393. | ||
| + | * V.A. Kuzkin, A.M. Krivtsov. Microscopic Derivation of the Equation of State for Perfect Crystals // Proceedings of the Sixth International Conference on Engineering Computational Technology, M. Papadrakakis and B.H.V. Topping, (Editors), Civil-Comp Press, Stirlingshire, Scotland, paper 145, 2008 | ||
| + | * E.A. Podolskaya. Modeling of hexagonal close-packed crystal lattices // Proc. of XXXVI Summer School – Conference “Advanced Problems in Mechanics”. St. Petersburg. 2008. P. 533-537 | ||
| + | * I. E. Berinskiy, A. M. Krivtsov. Stability analysis of graphite crystal lattice with moment interactions. // Proc. of XXXIV Summer School "Advanced Problems in Mechanics", St.-Petersburg, Russia. 2007, 63-71. | ||
| + | * Olga S. Loboda. Scale effect in elastic properties of nanostructures with complex crystal lattices. // Proc. of XXXIV Summer School "Advanced Problems in Mechanics", St. Petersburg, Russia. 2007, 341-349. | ||
| + | * Krivtsov A. M. MD modeling of low-cycle high-amplitude loading of monocrystal material with defects. // Proc. of XXXIII Summer School “Advanced Problems in Me¬chanics”, St. Petersburg, Russia, 2006, 341-346. | ||
| + | * Krivtsov A. MD modeling of low-cycle high-amplitude loading of monocrystal material with defects. // Book of abstracts. XXXIV Summer School “Advanced Problems in Mechanics 2006”, St. Petersburg, Russia, 53. | ||
| + | * Loboda O. S. Comparison of discrete and continuum modeling for 2D nanocrystal stripe vibrations. // Proc. of XXXIII Summer School “Advanced Problems in Mechanics”, St. Petersburg, Russia, 2006, 243-250. | ||
| + | * Loboda O. S., Krivtsov A. M. Scale effect in elastic modules for 3D-nanocrystals. Mechanics of Solids. Vol. 4, pp. 20-32. | ||
| + | * Krivtsov A. M. Molecular dynamics simulation of impact fracture in polycrystalline materials. // Meccanica, 2003, 38(1), 61–70. | ||
Latest revision as of 16:35, 1 June 2016
Department of Theoretical and Applied Mechanics > "Crystal"
The project is dedicated:
- definition of the link between the mechanical characteristics describing linear elastic properties crystalline solids at the micro and macro levels;
- definition of numerical values elastic characteristics at the micro level on the known experimental values elastic characteristics at the macro level.
It covers the following characteristics:
- at the micro level: the rigidity of the interatomic bonds;
- at the macro level: elastic material characteristics such as stiffness tensor components, the Young's modulus, Poisson's ratio, etc.
See also[edit]
link[edit]
Project publications[edit]
- E.A. Podolskaya, A.M. Krivtsov, A.Yu. Panchenko. Stability and Structural Transitions in Crystal Lattices // Altenbach/Morozov (Eds), Surface Effects in Solid Mechanics (Series: Advanced Structured Materials Vol. 30), 2012, P. 131-141
- A.M. Krivtsov, V.A. Kuzkin, Derivation of Equations of State for Ideal Crystals of Simple Structure // Mech. Solids. 46 (3), 387-399 (2011)
- Eremeyev V.A., Ivanova E.A., Indeitsev D.A. Wave processes in nanostructures formed by nanotube arrays or nanosize crystals. // Journal of Applied Mechanics and Technical Physics. 2010. Vol. 51. N 4. P. 569-578.
- V.A. Kuzkin, A.M. Krivtsov. Thermo-mechanical effects in perfect crystals. // ArXiv:1004.3008v1 [cond-mat.mtrl-sci]. 2010. Also published in Proc. of IUTAM Symposium on The Vibration Analysis of Structures with Uncertainties (St. Petersburg, Russia, 2009), Springer, 2011, pp. 403-416.
- Kuzkin V.A., Krivtsov A.M. Thermo-mechanical effects in perfect crystals // Proc. of IUTAM Symposium on The Vibration Analysis of Structures with Uncertainties, 2009, pp. 403-416. (ArXive)
- V.A. Kuzkin. Equivalent thermo-mechanical parameters for perfect crystals with arbitrary multibody potential // Proc. of XXXVII Summer School – Conference “Advanced Problems in Mechanics”. St. Petersburg. 2009. P. 421-431
- V.A. Kuzkin, A.M. Krivtsov. Thermo-mechanical effects in perfect crystals // Proc. of IUTAM Symposium on The Vibration Analysis of Structures with Uncertainties, 2009.
- V.A. Kuzkin, A. M. Krivtsov. Thermomechanical effects in perfect crystals with arbitrary multibody potential. // Proc. of Int. Conf. on Advances in Materials Science. Prague. 2009. III, 30-34.
- O. S. Loboda, A.M. Krivtsov. Determination mechanical properties of nanostructures with complex crystal lattice using moment interaction at microscale. Scale effect in elastic properties. Reviews on advanced materials science. 2009, Vol. 20, № 2.
- Alexander A. Le-Zakharov, Anton M. Krivtsov. Molecular dynamics modeling of heat wave propagation in crystals // Proc. of XXXVI Summer School – Conference “Advanced Problems in Mechanics”. St. Petersburg. 2008. P. 420-425
Asiya Kudarova. Modeling of graphene crystal lattice. // Proc. of XXXVI Summer School – Conference “Advanced Problems in Mechanics”. St. Petersburg. 2008. P. 388-393.
- V.A. Kuzkin, A.M. Krivtsov. Microscopic Derivation of the Equation of State for Perfect Crystals // Proceedings of the Sixth International Conference on Engineering Computational Technology, M. Papadrakakis and B.H.V. Topping, (Editors), Civil-Comp Press, Stirlingshire, Scotland, paper 145, 2008
- E.A. Podolskaya. Modeling of hexagonal close-packed crystal lattices // Proc. of XXXVI Summer School – Conference “Advanced Problems in Mechanics”. St. Petersburg. 2008. P. 533-537
- I. E. Berinskiy, A. M. Krivtsov. Stability analysis of graphite crystal lattice with moment interactions. // Proc. of XXXIV Summer School "Advanced Problems in Mechanics", St.-Petersburg, Russia. 2007, 63-71.
- Olga S. Loboda. Scale effect in elastic properties of nanostructures with complex crystal lattices. // Proc. of XXXIV Summer School "Advanced Problems in Mechanics", St. Petersburg, Russia. 2007, 341-349.
- Krivtsov A. M. MD modeling of low-cycle high-amplitude loading of monocrystal material with defects. // Proc. of XXXIII Summer School “Advanced Problems in Me¬chanics”, St. Petersburg, Russia, 2006, 341-346.
- Krivtsov A. MD modeling of low-cycle high-amplitude loading of monocrystal material with defects. // Book of abstracts. XXXIV Summer School “Advanced Problems in Mechanics 2006”, St. Petersburg, Russia, 53.
- Loboda O. S. Comparison of discrete and continuum modeling for 2D nanocrystal stripe vibrations. // Proc. of XXXIII Summer School “Advanced Problems in Mechanics”, St. Petersburg, Russia, 2006, 243-250.
- Loboda O. S., Krivtsov A. M. Scale effect in elastic modules for 3D-nanocrystals. Mechanics of Solids. Vol. 4, pp. 20-32.
- Krivtsov A. M. Molecular dynamics simulation of impact fracture in polycrystalline materials. // Meccanica, 2003, 38(1), 61–70.
