A new formula is obtained to calculate dynamic stress intensity factors of the three-point bending specimen containing a single edge crack in this study. Firstly, the weight function for three-point bending specimen c...A new formula is obtained to calculate dynamic stress intensity factors of the three-point bending specimen containing a single edge crack in this study. Firstly, the weight function for three-point bending specimen containing a single edge crack is derived from a general weight function form and two reference stress intensity factors, the coefficients of the weight function are given. Secondly, the history and distribution of dynamic stresses in uncracked three-point bending specimen are derived based on the vibration theory. Finally~ the dynamic stress intensity factors equations for three-pointing specimen with a single edge crack subjected to impact loadings are obtained by the weight function method. The obtained formula is verified by the comparison with the numerical results of the finite element method （FEM）. Good agreements have been achieved. The law of dynamic stress intensity factors of the three-point bending specimen under impact loadings varing with crack depths and loading rates is studied.展开更多
A technique for modelling of three-dimensional(3D)quasi-statically propagating cracks in elastic bodies by the displacement discontinuity method(DDM)was described.When the crack is closed,the Mohr-coulomb rule on the ...A technique for modelling of three-dimensional(3D)quasi-statically propagating cracks in elastic bodies by the displacement discontinuity method(DDM)was described.When the crack is closed,the Mohr-coulomb rule on the two contacted surfaces of the crack must be satisfied.A simple iterative method was adopted in order to consider three different states of cracks.Under the assumption that the advance of the point on the crack front would occur only in the normal plane which is through this edge point,the maximum energy release rate criterion is modified to be used as the criterion for the crack growth.With discretization,the process of crack propagation can be seen as the advance of the vertices of the crack front.The program MCP3D was developed based on these theories to simulate the 3D quasi-static crack propagation.A numerical example of a penny-shaped crack subject to tension and compression in an infinite elastic media was analyzed with MCP3D,and the results in comparison with others' show that the present method for 3D crack propagation is effective.展开更多
Dynamic stresses around three parallel cracks in an infinite elastic plate that is subjected to incident time-harmonic stress waves normal to the cracks have been solved. Using the Fourier transform technique, the bou...Dynamic stresses around three parallel cracks in an infinite elastic plate that is subjected to incident time-harmonic stress waves normal to the cracks have been solved. Using the Fourier transform technique, the boundary conditions are reduced to six simultaneous integral equations. To solve these equations, the differences of displacements inside the cracks are expanded in a series. The unknown coefficients in those series are solved using the Schmidt method such that the conditions inside the cracks are satisfied. Numerical calculations are carried out for some crack configurations.展开更多
Encryption and decryption method of three-dimensional objects uses holograms computer-generated and suggests encoding stage. Information obtained amplitude and phase of a three-dimensional object using mathematically ...Encryption and decryption method of three-dimensional objects uses holograms computer-generated and suggests encoding stage. Information obtained amplitude and phase of a three-dimensional object using mathematically stage transforms overlap stored on a digital computer. Different three-dimensional images restore and develop the system for the expansion of the three-dimensional scenes and camera movement parameters. This article talks about these kinds of digital image processing algorithms as the reconstruction of three-dimensional model of the scene. In the present state, many such algorithms need to be improved in this paper proposing one of the options to improve the accuracy of such reconstruction.展开更多
传统单相三电平整流器的开关器件较多;两电平整流器开关器件相对少,但其交流侧输入滤波电感体积大,开关频率相对较高导致功率器件损耗增大,工作效率有所降低。针对上述问题,文中提出级联、电平等效、镜像、去冗余等三电平电路拓扑方案,...传统单相三电平整流器的开关器件较多;两电平整流器开关器件相对少,但其交流侧输入滤波电感体积大,开关频率相对较高导致功率器件损耗增大,工作效率有所降低。针对上述问题,文中提出级联、电平等效、镜像、去冗余等三电平电路拓扑方案,并以两电平伪图腾柱式功率因数校正电路(pseudo totem-pole power factor correction,PTP-PFC)为例进行上述拓扑方案的推导过程分析,提出一类三电平PTP-PFC电路。首先,对所提新型单相三电平PTP-PFC变换器进行工作原理分析,并提出一种适合此类拓扑的调制方法;其次,对所提拓扑进行功率器件数量、电压应力、损耗等方面分析和对比,总结出各电路特性;最后,设计输出电压400V、功率1kW的3种三电平PTP-PFC实验样机,实验结果证明级联、电平等效、镜像、去冗余等三电平电路拓扑方案的有效性,同时验证所提三电平PTP-PFC电路理论分析的正确性和工程应用的可行性。展开更多
Three dimensional dynamic stress intensity factors are analyzed for a curved crack with a second order perturbation method. The method is extended to obtain an approximate representation of a three dimensional dynamic...Three dimensional dynamic stress intensity factors are analyzed for a curved crack with a second order perturbation method. The method is extended to obtain an approximate representation of a three dimensional dynamic stress intensity factors at the tip of a curved crack. Due to three dimensional curved crack growth the dynamic energy release rate can be calculated by using the Irwin＇s formula. A three dimensional curved crack in materials with inhomogeneous fracture toughness are considered. Paths of a brittle three dimensional curved crack propagating along a welded joint are predicted via the present method, where the effects of dynamic applied stresses, residual stresses, and material deterioration due to welding are taken into considerations.展开更多
高等院校包括大学、学院和科研院所作为重要社会单元,能源资源消耗水平远高于社会平均水平,研究高校碳排放核算及碳中和路径,助力校园率先实现碳中和,可以为国家“双碳”目标的实现提供科技支撑。基于国外高等院校碳排放与碳中和相关研...高等院校包括大学、学院和科研院所作为重要社会单元,能源资源消耗水平远高于社会平均水平,研究高校碳排放核算及碳中和路径,助力校园率先实现碳中和,可以为国家“双碳”目标的实现提供科技支撑。基于国外高等院校碳排放与碳中和相关研究,指出高等院校碳排放主要包括3个范围。根据温室气体核算体系(Greenhouse Gas Protocol)提出的3个范围碳排放的核算方法和标准,通过梳理国内外高校及相关行业碳排放研究现状,归纳总结碳排放核算方案,并针对性地探讨提出相应的碳中和路径框架。高校碳排放核算和碳中和方案框架的建立不仅能够为国内高校实现碳中和提供路径借鉴,而且可以为各地区、各行业降低碳排放、实现碳中和提供理论依据和方法参考,对于推动高校在碳中和科技创新中所承担的特殊使命具有重要的指导意义。展开更多
基金supported by the China Aviation Industry Corporation I Program (No.ATPD-1104-02)the Science Foundation of Nanjing University of Science and Technology (No.2010GJPY026)
文摘A new formula is obtained to calculate dynamic stress intensity factors of the three-point bending specimen containing a single edge crack in this study. Firstly, the weight function for three-point bending specimen containing a single edge crack is derived from a general weight function form and two reference stress intensity factors, the coefficients of the weight function are given. Secondly, the history and distribution of dynamic stresses in uncracked three-point bending specimen are derived based on the vibration theory. Finally~ the dynamic stress intensity factors equations for three-pointing specimen with a single edge crack subjected to impact loadings are obtained by the weight function method. The obtained formula is verified by the comparison with the numerical results of the finite element method （FEM）. Good agreements have been achieved. The law of dynamic stress intensity factors of the three-point bending specimen under impact loadings varing with crack depths and loading rates is studied.
文摘A technique for modelling of three-dimensional(3D)quasi-statically propagating cracks in elastic bodies by the displacement discontinuity method(DDM)was described.When the crack is closed,the Mohr-coulomb rule on the two contacted surfaces of the crack must be satisfied.A simple iterative method was adopted in order to consider three different states of cracks.Under the assumption that the advance of the point on the crack front would occur only in the normal plane which is through this edge point,the maximum energy release rate criterion is modified to be used as the criterion for the crack growth.With discretization,the process of crack propagation can be seen as the advance of the vertices of the crack front.The program MCP3D was developed based on these theories to simulate the 3D quasi-static crack propagation.A numerical example of a penny-shaped crack subject to tension and compression in an infinite elastic media was analyzed with MCP3D,and the results in comparison with others' show that the present method for 3D crack propagation is effective.
文摘Dynamic stresses around three parallel cracks in an infinite elastic plate that is subjected to incident time-harmonic stress waves normal to the cracks have been solved. Using the Fourier transform technique, the boundary conditions are reduced to six simultaneous integral equations. To solve these equations, the differences of displacements inside the cracks are expanded in a series. The unknown coefficients in those series are solved using the Schmidt method such that the conditions inside the cracks are satisfied. Numerical calculations are carried out for some crack configurations.
文摘Encryption and decryption method of three-dimensional objects uses holograms computer-generated and suggests encoding stage. Information obtained amplitude and phase of a three-dimensional object using mathematically stage transforms overlap stored on a digital computer. Different three-dimensional images restore and develop the system for the expansion of the three-dimensional scenes and camera movement parameters. This article talks about these kinds of digital image processing algorithms as the reconstruction of three-dimensional model of the scene. In the present state, many such algorithms need to be improved in this paper proposing one of the options to improve the accuracy of such reconstruction.
文摘传统单相三电平整流器的开关器件较多;两电平整流器开关器件相对少,但其交流侧输入滤波电感体积大,开关频率相对较高导致功率器件损耗增大,工作效率有所降低。针对上述问题,文中提出级联、电平等效、镜像、去冗余等三电平电路拓扑方案,并以两电平伪图腾柱式功率因数校正电路(pseudo totem-pole power factor correction,PTP-PFC)为例进行上述拓扑方案的推导过程分析,提出一类三电平PTP-PFC电路。首先,对所提新型单相三电平PTP-PFC变换器进行工作原理分析,并提出一种适合此类拓扑的调制方法;其次,对所提拓扑进行功率器件数量、电压应力、损耗等方面分析和对比,总结出各电路特性;最后,设计输出电压400V、功率1kW的3种三电平PTP-PFC实验样机,实验结果证明级联、电平等效、镜像、去冗余等三电平电路拓扑方案的有效性,同时验证所提三电平PTP-PFC电路理论分析的正确性和工程应用的可行性。
基金supported by National Natural Science Foundation of China(No.91016026)Henan Province Natural Science Foundation Subsidy Project(No.152300410003)
文摘Three dimensional dynamic stress intensity factors are analyzed for a curved crack with a second order perturbation method. The method is extended to obtain an approximate representation of a three dimensional dynamic stress intensity factors at the tip of a curved crack. Due to three dimensional curved crack growth the dynamic energy release rate can be calculated by using the Irwin＇s formula. A three dimensional curved crack in materials with inhomogeneous fracture toughness are considered. Paths of a brittle three dimensional curved crack propagating along a welded joint are predicted via the present method, where the effects of dynamic applied stresses, residual stresses, and material deterioration due to welding are taken into considerations.
文摘高等院校包括大学、学院和科研院所作为重要社会单元,能源资源消耗水平远高于社会平均水平,研究高校碳排放核算及碳中和路径,助力校园率先实现碳中和,可以为国家“双碳”目标的实现提供科技支撑。基于国外高等院校碳排放与碳中和相关研究,指出高等院校碳排放主要包括3个范围。根据温室气体核算体系(Greenhouse Gas Protocol)提出的3个范围碳排放的核算方法和标准,通过梳理国内外高校及相关行业碳排放研究现状,归纳总结碳排放核算方案,并针对性地探讨提出相应的碳中和路径框架。高校碳排放核算和碳中和方案框架的建立不仅能够为国内高校实现碳中和提供路径借鉴,而且可以为各地区、各行业降低碳排放、实现碳中和提供理论依据和方法参考,对于推动高校在碳中和科技创新中所承担的特殊使命具有重要的指导意义。
