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EXPONENTIAL CONVERGENCE FOR NONLINEAR SPDES WITH DOUBLE REFLECTING WALLS
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作者 Dengdi CHEN Yan ZHENG 《Acta Mathematica Scientia》 SCIE CSCD 2024年第6期2465-2484,共20页
The present article is devoted to nonlinear stochastic partial differential equations with double reflecting walls driven by possibly degenerate,multiplicative noise.We prove that the corresponding Markov semigroup po... The present article is devoted to nonlinear stochastic partial differential equations with double reflecting walls driven by possibly degenerate,multiplicative noise.We prove that the corresponding Markov semigroup possesses an exponentially attracting invariant measure through asymptotic coupling,in which Foias-Prodi estimation and the truncation technique are crucial for the realization of the Girsanov transform. 展开更多
关键词 stochastic partial differential equations with double reflecting walls exponential mixing asymptotic coupling Girsanov transform
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Investigating Jet Appearance in Different Background Lights with High-Speed Frame Photography 被引量:4
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作者 王成 恽寿榕 +1 位作者 黄风雷 张汉萍 《Journal of Beijing Institute of Technology》 EI CAS 2002年第2期113-116,共4页
Shaped charge jet formation process is studied under the conditions of different background lights by means of high speed frame photography. In order to shoot true jet appearance, the glass tube in which jet moves is... Shaped charge jet formation process is studied under the conditions of different background lights by means of high speed frame photography. In order to shoot true jet appearance, the glass tube in which jet moves is vacuumized. The experiment results show that observing jet appearance with the double reflecting mirrors system is feasible as long as the vacuum of the glass tube can meet the requirement of experiment. 展开更多
关键词 high speed frame photography double reflecting mirrors system shaped charge JET
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NUMERICAL INVESTIGATION OF TOROIDAL SHOCK WAVES FOCUSING USING DISCONTINUOUS GALERKIN FINITE ELEMENT METHOD 被引量:2
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作者 陈二云 赵改平 +1 位作者 卓文涛 杨爱玲 《Transactions of Nanjing University of Aeronautics and Astronautics》 EI 2012年第1期9-15,共7页
A numerical simulation of the toroidal shock wave focusing in a co-axial cylindrical shock tube is inves- tigated by using discontinuous Galerkin (DG) finite element method to solve the axisymmetric Euler equations.... A numerical simulation of the toroidal shock wave focusing in a co-axial cylindrical shock tube is inves- tigated by using discontinuous Galerkin (DG) finite element method to solve the axisymmetric Euler equations. For validating the numerical method, the shock-tube problem with exact solution is computed, and the computed results agree well with the exact cases. Then, several cases with higher incident Mach numbers varying from 2.0 to 5.0 are simulated. Simulation results show that complicated flow-field structures of toroidal shock wave diffraction, reflection, and focusing in a co-axial cylindrical shock tube can be obtained at different incident Mach numbers and the numerical solutions appear steep gradients near the focusing point, which illustrates the DG method has higher accuracy and better resolution near the discontinuous point. Moreover, the focusing peak pres- sure with different grid scales is compared. 展开更多
关键词 shock wave focusing spherical double Math reflection discontinuous galerkin finite element method
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Acoustic reflection of rib-stiffened double plates coated with a viscoelastic layer 被引量:6
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作者 GONG Jiayuan AN Junying +1 位作者 MA Li XU Haiting 《Chinese Journal of Acoustics》 2014年第3期193-211,共19页
To predict sound-absorbing performance of anechoic materials,the acoustic reflection problem of a viscoelastic layer backed with periodically rib-stiffened infinite double plates is studied in this paper.The reason wh... To predict sound-absorbing performance of anechoic materials,the acoustic reflection problem of a viscoelastic layer backed with periodically rib-stiffened infinite double plates is studied in this paper.The reason why structural theories of plates are not applicable to viscoelastic plates is explained through comparing dispersion and attenuation curves of flexural waves with those of Lamb waves.As a result,(visco-)elastic theory is adopted to deal with(visco-)elastic plates,and ribs are treated by structural theories of plates.The coupling between ribs and plates are solved by Hull's method,and solution of the reflected field is obtained.The accuracy of present method is validated by comparing with the results by the structural theories of plates.The influence of a backing on the acoustic reflection of the viscoelatic layer is analyzed by computing reflection coefficients.Performances of different viscoelastic materials are evaluated by the average reflection coefficients.The computational results show that,influence of a backing on the acoustic reflection cannot be suppressed by the viscoelastic materials in low frequencies.The resonance is determined by the coupling of the fluid layer and the double plates.And ribs,which are coupled with the double plates,mainly reduce the acoustic reflection. 展开更多
关键词 exp Acoustic reflection of rib-stiffened double plates coated with a viscoelastic layer
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Doubly reflected BSDEs with quadratic growth and random terminal horizon
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作者 Mohammed Elhachemy Mohamed El Jamali Mohamed El Otmani 《Probability, Uncertainty and Quantitative Risk》 2024年第4期553-574,共22页
In this paper,we study one-dimensional backward stochastic differential cquations fcaturing two refleccting barricrs.When thc tcrminal timc is not ncccssarily bounded or finite and the generator f(t,y.z)exhibits quadr... In this paper,we study one-dimensional backward stochastic differential cquations fcaturing two refleccting barricrs.When thc tcrminal timc is not ncccssarily bounded or finite and the generator f(t,y.z)exhibits quadratic growth in z,we prove existence and uniqucncss of solutions.In the Markovian casc,we establish thc link with an obstacle problem for quadratic elliptic partial differential equation with Dirichlet boundary conditions. 展开更多
关键词 double reflected BSDE Random terminal time Quadratic growth Elliptic partial differential equations Dirichlet boundary conditions
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