Guest editors:Prof.Zhonggao Gao,Institute of Materia Medica,Beijing,China Prof.Han Chang Kang,The Catholic University of Korea,Bucheon,Republic of Korea Article deadline:15 December 2015Publishing date:25 March 2016In...Guest editors:Prof.Zhonggao Gao,Institute of Materia Medica,Beijing,China Prof.Han Chang Kang,The Catholic University of Korea,Bucheon,Republic of Korea Article deadline:15 December 2015Publishing date:25 March 2016In this special issue of Functional Materials,Nanocarriers,and Formulations for Targeted Therapy。展开更多
This paper presents the numerical modelling of one and two-dimensional poroelastic solid flows,using the material point method with double point formulation.The double point formulation offers the convenience of allow...This paper presents the numerical modelling of one and two-dimensional poroelastic solid flows,using the material point method with double point formulation.The double point formulation offers the convenience of allowing for transitions in the flow conditions of the liquid,between free surface flow and groundwater flow.The numerical model is validated by comparing the solid flow velocity with the analytical solution.The influence of the Young＇s modulus on the solid flow velocity is discussed for both one and two-dimensional analysis cases.The effect of the shape of the two-dimensional solid is investigated.It is shown that the solid stiffness has an effect on the poroelastic flow velocity,due to swelling and bending for the one and two-dimensional cases,respectively.The shape is found to be an important factor on the flow velocity of the poroelastic solid.展开更多
By constructing a new numerical conformal mapping and using the Stroh-type formulism, an anti-plane problem of four edge cracks emanating from a square hole in piezoelectric solids is investigated. The explicit expres...By constructing a new numerical conformal mapping and using the Stroh-type formulism, an anti-plane problem of four edge cracks emanating from a square hole in piezoelectric solids is investigated. The explicit expressions of the complex potential function, field intensity factors, energy release rates and mechanical strain energy release rate near the crack tip are obtained under the assumptions that the surfaces of the cracks and hole are electrically permeable and electrically impermeable. Numerical examples are presented to show the influences of the geometrical parameters of defects and applied mechanical/electrical loads on the energy release rate and mechanical strain energy release rate under two electrical boundary conditions.展开更多
文摘Guest editors:Prof.Zhonggao Gao,Institute of Materia Medica,Beijing,China Prof.Han Chang Kang,The Catholic University of Korea,Bucheon,Republic of Korea Article deadline:15 December 2015Publishing date:25 March 2016In this special issue of Functional Materials,Nanocarriers,and Formulations for Targeted Therapy。
基金the European Union Seventh Framework Programme(FP7/2007-2013)under grant agreement No.PIAP-GA-2012-324522“MPM-DREDGE”
文摘This paper presents the numerical modelling of one and two-dimensional poroelastic solid flows,using the material point method with double point formulation.The double point formulation offers the convenience of allowing for transitions in the flow conditions of the liquid,between free surface flow and groundwater flow.The numerical model is validated by comparing the solid flow velocity with the analytical solution.The influence of the Young＇s modulus on the solid flow velocity is discussed for both one and two-dimensional analysis cases.The effect of the shape of the two-dimensional solid is investigated.It is shown that the solid stiffness has an effect on the poroelastic flow velocity,due to swelling and bending for the one and two-dimensional cases,respectively.The shape is found to be an important factor on the flow velocity of the poroelastic solid.
基金supported by the National Natural Science Foundation of China (Nos. 11262012, 11502123, 11462020 and 11262017)the Inner Mongolia Natural Science Foundation (Nos. 2015JQ01 and 2015MS0129) of China
文摘By constructing a new numerical conformal mapping and using the Stroh-type formulism, an anti-plane problem of four edge cracks emanating from a square hole in piezoelectric solids is investigated. The explicit expressions of the complex potential function, field intensity factors, energy release rates and mechanical strain energy release rate near the crack tip are obtained under the assumptions that the surfaces of the cracks and hole are electrically permeable and electrically impermeable. Numerical examples are presented to show the influences of the geometrical parameters of defects and applied mechanical/electrical loads on the energy release rate and mechanical strain energy release rate under two electrical boundary conditions.
