the support of the National Natural Science Foundation of China(Nos.51775337,51675331,51975365);Major Projects of the Ministry of Education(No.311017);the Program of Introducing Talents of Discipline to Universities(Grant No.B06012);sponsored by the Shanghai Pujiang Program(18PJ1405000);the University of Sydney-Shanghai Jiao Tong University Partnership Collaboration Awards;supported by the Natural Sciences and Engineering Research Council of Canada(Nos.RGPIN-201606464);partly supported by the Materials Genome Initiative Center,Shanghai Jiao Tong University;The University of Michigan and Shanghai Jiao Tong University(UM-SJTU)joint research project(AE604401)。
Due to their low symmetry in crystal structure,low elastic modulus(~45 GPa)and low yielding stress,magnesium(Mg)alloys exhibit strong inelastic behaviors during unloading.As more and more Mg alloys are developed,their...
supported by National Natural Science Foundation of China under Grant Nos.10675048 and 1068006;the Natural Science Foundation of Xianning College under Grant No.KZ0916
By Monte Carlo simulations, the effect of the dispersion of particle size distribution on the spatial density distributions and correlations of a quasi one-dimensional polydisperse granular gas with fractal size distr...
The project supported by National Natural Science Foundation of China under Grant No. 10675048 and Natural Science Foundation of Xianning College under Grant No. KZ0627
We present a one-dimensional dynamic model of polydisperse granular mixture with the fractal characteristic of the particle size distribution, in which the particles are subject to inelastic mutual collisions and are ...
The project supported by National Natural Science of China under Grant No. 10675408 and Natural Science Foundation of Xianning College under Grant No. KZ0627
We present a model of non-uniform granular gases in one-dimensional case, whose granularity distribution has the fractal characteristic. We have studied the nonequilibrium properties of the system by means of Monte Ca...
国家自然科学基金,the Sunshine Foundation of Wuhan City under
We present a non-uniform granular system in one-dimensional case, whose granularity distribution has the fractal characteristic. The particles are subject to inelastic mutual collisions and obey Langevin equation betw...