Colloidal quantum dots (CQDs) are semiconductor nanocrystalswith diameters about 2 to 20 nm. At such nanoscales,the CQDs exhibit obvious quantum and dielectric confinementeffects[1]. The CQDs are usually composed of I...Colloidal quantum dots (CQDs) are semiconductor nanocrystalswith diameters about 2 to 20 nm. At such nanoscales,the CQDs exhibit obvious quantum and dielectric confinementeffects[1]. The CQDs are usually composed of II–VI, III–V,and IV–VI semiconductors fabricated by the low-cost wet chemicalsynthetic methods. The emission wavelengths of CQDs,which can be easily tuned by the sizes, shapes, and compositions,have already covered the whole range of the visible andnear-infrared (NIR) spectra (from 440 to 1530 nm). Owing tothe low-cost fabrications, high quantum yields (QYs^100%), tunableemission wavelengths, and outstanding stability, the solution-processable CQDs can act as the nanoscale buildingblocks with large gains, and they have attracted enormous attentionin the lasing applications in the past decade.展开更多
高效率、高可靠性LED驱动器IC领域的业界领导者Power Integrations公司今日推出LYTSwitch?-6系列安全隔离型LED驱动器IC,为智能照明应用再添新选择。新IC可提供65 W无闪烁输出,效率可高达94%,并且待机功率低至15 m W,同时提供支持两级...高效率、高可靠性LED驱动器IC领域的业界领导者Power Integrations公司今日推出LYTSwitch?-6系列安全隔离型LED驱动器IC,为智能照明应用再添新选择。新IC可提供65 W无闪烁输出,效率可高达94%,并且待机功率低至15 m W,同时提供支持两级或单级PFC的配置选项。LYTSwitch-6 IC针对家用和商用照明以及薄型天花板凹槽灯应用而设计。展开更多
Finite element(FE) is a powerful tool and has been applied by investigators to real-time hybrid simulations(RTHSs). This study focuses on the computational efficiency, including the computational time and accuracy, of...Finite element(FE) is a powerful tool and has been applied by investigators to real-time hybrid simulations(RTHSs). This study focuses on the computational efficiency, including the computational time and accuracy, of numerical integrations in solving FE numerical substructure in RTHSs. First, sparse matrix storage schemes are adopted to decrease the computational time of FE numerical substructure. In this way, the task execution time(TET) decreases such that the scale of the numerical substructure model increases. Subsequently, several commonly used explicit numerical integration algorithms, including the central difference method(CDM), the Newmark explicit method, the Chang method and the Gui-λ method, are comprehensively compared to evaluate their computational time in solving FE numerical substructure. CDM is better than the other explicit integration algorithms when the damping matrix is diagonal, while the Gui-λ(λ = 4) method is advantageous when the damping matrix is non-diagonal. Finally, the effect of time delay on the computational accuracy of RTHSs is investigated by simulating structure-foundation systems. Simulation results show that the influences of time delay on the displacement response become obvious with the mass ratio increasing, and delay compensation methods may reduce the relative error of the displacement peak value to less than 5% even under the large time-step and large time delay.展开更多
We propose two error control techniques for numerical integrations in fast multiscale collocation methods for solving Fredholm integral equations of the second kind with weakly singular kernels. Both techniques utiliz...We propose two error control techniques for numerical integrations in fast multiscale collocation methods for solving Fredholm integral equations of the second kind with weakly singular kernels. Both techniques utilize quadratures for singular integrals using graded points. One has a polynomial order of accuracy if the integrand has a polynomial order of smoothness except at the singular point and the other has exponential order of accuracy if the integrand has an infinite order of smoothness except at the singular point. We estimate the order of convergence and computational complexity of the corresponding approximate solutions of the equation. We prove that the second technique preserves the order of convergence and computational complexity of the original collocation method. Numerical experiments are presented to illustrate the theoretical estimates.展开更多
In an address at a meeting on cultural inheritance and development,General Secretary Xi Jinping noted,“Given the rich foundations of our more than 5,000-year-old civilization,the only path for pioneering and developi...In an address at a meeting on cultural inheritance and development,General Secretary Xi Jinping noted,“Given the rich foundations of our more than 5,000-year-old civilization,the only path for pioneering and developing socialism with Chinese characteristics is to integrate the basic tenets of Marxism with China’s specific realities and with its traditional culture.This systematic conclusion,drawn from our explorations of Chinese socialism is the strongest assurance for our success.”In his speech,General Secretary Xi incisively discussed the significance of integrating the basic tenets of Marxism with China’s specific realities and traditional culture(referred to as the“two integrations”)and the rich implications and practical requirements therein.展开更多
Probability theory and mathematical statistics are fundamental courses for various majors in science and engineering.In response to the current teaching situation,we should integrate theory with practice,implement tea...Probability theory and mathematical statistics are fundamental courses for various majors in science and engineering.In response to the current teaching situation,we should integrate theory with practice,implement teaching reform,and carry out teaching innovation.The article carries out blended teaching with deep integration of online and offline modes and within and outside of class,constructing innovative measures of“four integrations and four reshaping.”The article conducts diversified evaluations to stimulate learning motivation and help achieve talent cultivation goals.Through the close integration of probability theory and mathematical statistics course teaching with professional education and practical application,the“three-in-one”teaching goal of value shaping,ability cultivation,and knowledge exploration is achieved.The fundamental task of“cultivating morality and talents”is implemented.展开更多
基金supported by the National Basic Research Program of China(Nos.2016YFA0203500,2017YFF0206103)the National Natural Science Foundation of China(Nos91850103,11674014,61475005,11525414,1152790111134001)the Beijing Natural Science Foundation(No Z180015)
文摘Colloidal quantum dots (CQDs) are semiconductor nanocrystalswith diameters about 2 to 20 nm. At such nanoscales,the CQDs exhibit obvious quantum and dielectric confinementeffects[1]. The CQDs are usually composed of II–VI, III–V,and IV–VI semiconductors fabricated by the low-cost wet chemicalsynthetic methods. The emission wavelengths of CQDs,which can be easily tuned by the sizes, shapes, and compositions,have already covered the whole range of the visible andnear-infrared (NIR) spectra (from 440 to 1530 nm). Owing tothe low-cost fabrications, high quantum yields (QYs^100%), tunableemission wavelengths, and outstanding stability, the solution-processable CQDs can act as the nanoscale buildingblocks with large gains, and they have attracted enormous attentionin the lasing applications in the past decade.
基金National Natural Science Foundation of China under Grant Nos.51639006 and 51725901
文摘Finite element(FE) is a powerful tool and has been applied by investigators to real-time hybrid simulations(RTHSs). This study focuses on the computational efficiency, including the computational time and accuracy, of numerical integrations in solving FE numerical substructure in RTHSs. First, sparse matrix storage schemes are adopted to decrease the computational time of FE numerical substructure. In this way, the task execution time(TET) decreases such that the scale of the numerical substructure model increases. Subsequently, several commonly used explicit numerical integration algorithms, including the central difference method(CDM), the Newmark explicit method, the Chang method and the Gui-λ method, are comprehensively compared to evaluate their computational time in solving FE numerical substructure. CDM is better than the other explicit integration algorithms when the damping matrix is diagonal, while the Gui-λ(λ = 4) method is advantageous when the damping matrix is non-diagonal. Finally, the effect of time delay on the computational accuracy of RTHSs is investigated by simulating structure-foundation systems. Simulation results show that the influences of time delay on the displacement response become obvious with the mass ratio increasing, and delay compensation methods may reduce the relative error of the displacement peak value to less than 5% even under the large time-step and large time delay.
基金The NNSF (10371137 and 10201034) of Chinathe Foundation (20030558008) of Doctoral Program of National Higher Education, Guangdong Provincial Natural Science Foundation (1011170) of China and the Advanced Research Foundation of Zhongshan UniversityThe US National Science Foundation (9973427 and 0312113)NSF (10371122) of China and the Chinese Academy of Sciences under the program of "Hundred Distinguished Young Chinese Scientists."
文摘We propose two error control techniques for numerical integrations in fast multiscale collocation methods for solving Fredholm integral equations of the second kind with weakly singular kernels. Both techniques utilize quadratures for singular integrals using graded points. One has a polynomial order of accuracy if the integrand has a polynomial order of smoothness except at the singular point and the other has exponential order of accuracy if the integrand has an infinite order of smoothness except at the singular point. We estimate the order of convergence and computational complexity of the corresponding approximate solutions of the equation. We prove that the second technique preserves the order of convergence and computational complexity of the original collocation method. Numerical experiments are presented to illustrate the theoretical estimates.
文摘In an address at a meeting on cultural inheritance and development,General Secretary Xi Jinping noted,“Given the rich foundations of our more than 5,000-year-old civilization,the only path for pioneering and developing socialism with Chinese characteristics is to integrate the basic tenets of Marxism with China’s specific realities and with its traditional culture.This systematic conclusion,drawn from our explorations of Chinese socialism is the strongest assurance for our success.”In his speech,General Secretary Xi incisively discussed the significance of integrating the basic tenets of Marxism with China’s specific realities and traditional culture(referred to as the“two integrations”)and the rich implications and practical requirements therein.
文摘Probability theory and mathematical statistics are fundamental courses for various majors in science and engineering.In response to the current teaching situation,we should integrate theory with practice,implement teaching reform,and carry out teaching innovation.The article carries out blended teaching with deep integration of online and offline modes and within and outside of class,constructing innovative measures of“four integrations and four reshaping.”The article conducts diversified evaluations to stimulate learning motivation and help achieve talent cultivation goals.Through the close integration of probability theory and mathematical statistics course teaching with professional education and practical application,the“three-in-one”teaching goal of value shaping,ability cultivation,and knowledge exploration is achieved.The fundamental task of“cultivating morality and talents”is implemented.
