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王少伟
-
教授
博士生导师
硕士生导师
- 性别：男
- 毕业院校：山东大学
- 学历：研究生(博士后)
- 学位：博士生
- 在职信息：在职
- 所在单位：土建与水利学院
- 入职时间： 2010-09-04
- 学科：工程力学
- 办公地点：千佛山校区水利楼206
访问量：
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[21]
赵茉莉 and 王少伟.
Weak nonlinear analysis of Darcy-Brinkman convection in Oldroyd-B fluid saturated porous media under.
INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,
2019.
-
[22]
赵茉莉 and 王少伟.
Darcy–Brinkman bio-thermal convection in a suspension of gyrotactic microorganisms in a porous medi.
NEURAL COMPUTING & APPLICATIONS,
2019.
-
[23]
赵茉莉 , 王少伟 and 张强勇.
Numerical solution of oscillatory flow of Maxwell fluid in a rectangular straight duct.
Applied Mathematics and Mechanics (English Edition),
11,
1647,
2019.
-
[24]
赵茉莉 and 王少伟.
Analytical study of oscillatory flow of Maxwell fluid through a rectangular tube.
PHYSICS OF FLUIDS,
2019.
-
[25]
赵茉莉 and 王少伟.
Linear stability of thermal-bioconvection in a suspension of gyrotactic micro-organisms.
INTERNATIONAL JOURNAL OF HEAT AND MASS TRANSFER,
126,
95,
2018.
-
[26]
赵茉莉 and 王少伟.
Darcy-Brinkman bio-thermal convection in a suspension of gyrotactic microorganisms in a porous mediu.
NEURAL COMPUTING & APPLICATIONS,
31,
1061,
2019.
-
[27]
赵茉莉 , 王少伟 , 李术才 and 张强勇.
Chaotic Darcy-Brinkman convection in a fluid saturated porous layer subjected to gravity modulation.
Results in Physics,
9,
1468,
2018.
-
[28]
宋娟 , 冯维明 , 王少伟 and 刘广荣.
试论“课堂实时反馈系统”在力学课堂教学中的应用.
力学与实践,
2018.
-
[29]
魏守水 , 张玲 , 王少伟 , 许明田 and 任晓飞.
改进的浸入边界-晶格Boltzmann法的蠕动流分析.
振动.测试与诊断,
2018.
-
[30]
王少伟 , 赵茉莉 and 冯维明.
力学和数学中的“调和”释义.
力学与实践,
2018.
-
[31]
王少伟 , 赵茉莉 and 魏守水.
Analytical Solutions of Time Periodic Electroosmotic Flow in a Semicircular Microchannel .
Journal of Applied Fluid Mechanics,
8,
323,
2015.
-
[32]
王少伟 and 赵茉莉.
Anomalous Diffusion with Step-Function Injection in a Radial Geometry.
Journal of Applied Fluid Mechanics,
8,
1,
2015.
-
[33]
王少伟 and 陈熹.
Stability Analysis of Thermosolutal Convection in a Horizontal Porous Layer Using a Thermal Non-equi.
International Journal of Heat and Fluid Flow,
32,
89,
2011.
-
[34]
王少伟.
Generalized fractional Schrodinger equation with space-time fractional derivatives.
Journal of Mathematical Physics,
48,
043502,
2007.
-
[35]
赵茉莉 , 王少伟 and 魏守水.
Transient electro-osmotic flow of Oldroyd-B fluids in a straight pipe of circular cross section.
Journal of Non-Newtonian Fluid Mechanics,
201,
135,
2013.
-
[36]
王少伟 , 赵茉莉 and 张强勇.
Linear and Nonlinear Stability Analysis of Double Diffusive Convection in a Maxwell Fluid Saturated .
《Journal of Applied Mathematics》,
2014.
-
[37]
赵茉莉 , 王少伟 and 张强勇.
Onset of triply diffusive convection in a Maxwell fluid saturated porous layer.
Applied Mathematical Modelling,
38,
2345,
2014.
-
[38]
王少伟 and 赵茉莉.
Analytical solution of the transient electro-osmotic flow of a generalized fractional maxwell fluid .
European Journal of Mechanics - B/Fluids,
54,
82,
2015.
-
[39]
赵茉莉 , 张强勇 and 王少伟.
Linear and Nonlinear Stability Analysis of Double Diffusive Convection in a Maxwell Fluid Saturated .
《Journal of Applied Mathematics》,
2014,
1,
2014.
-
[40]
赵茉莉 , 王少伟 , 张强勇 and 李术才.
Linear stability of one-dimensional non-Darcy flow in broken rocks.
INTERNATIONAL JOURNAL FOR NUMERICAL AND ANALYTICAL METHODS IN GEOMECHANICS,
39,
1063,
2015.
