Robust stability for a series of nonlinear systems is presented in this paper. Through different region descriptions, the problem of stability for a complex nonlinear system is transformed into ones of the robust stab...Robust stability for a series of nonlinear systems is presented in this paper. Through different region descriptions, the problem of stability for a complex nonlinear system is transformed into ones of the robust stabilities of several linear time-invariant systems. To get useful robust stability conditions, an expression for interval system is given, and the relationship between the internal stability and low- or supper-bound stability of interval systems is discussed. Thus, the polynomial matrix inequality for the determination of system robust stability is developed. Based on the equivalency transformation of the inequality, the solvable condition of the inequality is obtained. By means of the condition, robust stability theorem for interval systems is presented and a new design method of feedback control for nonlinear system is achieved. Applications to flight controller design show that the new method is efficient for uncertain system design.展开更多
The weakly nonlinear stability of the triple diffusive convection in a Maxwell fluid saturated porous layer is investigated. In some cases, disconnected oscillatory neutral curves ave found to exist, indicating that t...The weakly nonlinear stability of the triple diffusive convection in a Maxwell fluid saturated porous layer is investigated. In some cases, disconnected oscillatory neutral curves ave found to exist, indicating that three critical thermal Darcy-Rayleigh numbers are required to specify the linear instability criteria. However, another distinguishing feature predicted from that of Newtonian fluids is the impossibility of quasi-periodic bifurcation from the rest state. Besides, the co-dimensional two bifurcation points are located in the Darcy-Prandtl number and the stress relaxation parameter plane. It is observed that the value of the stress relaxation parameter defining the crossover between stationary and oscillatory bifurcations decreases when the Darcy-Prandtl number increases. A cubic Landau equation is derived based on the weakly nonlinear stability analysis. It is found that the bifurcating oscillatory solution is either supercritical or subcritical, depending on the choice of the physical parameters. Heat and mass transfers are estimated in terms of time and area-averaged Nusselt numbers.展开更多
Some theoretic problems of gyrotron pump for free electron laser with electro-magnetic wiggler（EMW-FEL）are studied,such as the azimuthal polarization of EMW,and therelation between the transient properties of gyrotr...Some theoretic problems of gyrotron pump for free electron laser with electro-magnetic wiggler（EMW-FEL）are studied,such as the azimuthal polarization of EMW,and therelation between the transient properties of gyrotron and the working conditions.These prob-lems make a remarkable influence on EMW-FEL system.In this paper,the numerical calcula-tions and analysis are given for TE<sub>1</sub>3 mode.展开更多
为解决实际行人重识别系统中识别率低、识别速度慢的问题,从创新和工程应用出发,提出了一种行人重识别算法。对行人图片进行预处理,采用色调、饱和度、亮度(hue,saturation,value,HSV)空间非线性量化的方法构建颜色命名空间,对人体分区...为解决实际行人重识别系统中识别率低、识别速度慢的问题,从创新和工程应用出发,提出了一种行人重识别算法。对行人图片进行预处理,采用色调、饱和度、亮度(hue,saturation,value,HSV)空间非线性量化的方法构建颜色命名空间,对人体分区域预识别来提高检测效率;对备选目标的整幅图像提取HSV和方向梯度直方图(histogram of oriented gradient,HOG)作为整体特征并在滑动窗口内提取颜色命名(color naming,CN)特征和2个尺度的尺度不变特征(scale invariant local pattern,SILTP),采用本文融合算法得到新的特征;在3个数据集上进行行人重识别,融合的特征在2种度量学习算法的Rank1平均提高了2.4%和3.3%。实验结果表明该算法能够提高重识别精度。展开更多
文摘Robust stability for a series of nonlinear systems is presented in this paper. Through different region descriptions, the problem of stability for a complex nonlinear system is transformed into ones of the robust stabilities of several linear time-invariant systems. To get useful robust stability conditions, an expression for interval system is given, and the relationship between the internal stability and low- or supper-bound stability of interval systems is discussed. Thus, the polynomial matrix inequality for the determination of system robust stability is developed. Based on the equivalency transformation of the inequality, the solvable condition of the inequality is obtained. By means of the condition, robust stability theorem for interval systems is presented and a new design method of feedback control for nonlinear system is achieved. Applications to flight controller design show that the new method is efficient for uncertain system design.
基金the Department of Science and Technology, New Delhi for granting him a fellowship under the Innovation in Science Pursuit for the Inspired Research (INSPIRE) Program (No. DST/INSPIRE Fellowship/[IF 150253])
文摘The weakly nonlinear stability of the triple diffusive convection in a Maxwell fluid saturated porous layer is investigated. In some cases, disconnected oscillatory neutral curves ave found to exist, indicating that three critical thermal Darcy-Rayleigh numbers are required to specify the linear instability criteria. However, another distinguishing feature predicted from that of Newtonian fluids is the impossibility of quasi-periodic bifurcation from the rest state. Besides, the co-dimensional two bifurcation points are located in the Darcy-Prandtl number and the stress relaxation parameter plane. It is observed that the value of the stress relaxation parameter defining the crossover between stationary and oscillatory bifurcations decreases when the Darcy-Prandtl number increases. A cubic Landau equation is derived based on the weakly nonlinear stability analysis. It is found that the bifurcating oscillatory solution is either supercritical or subcritical, depending on the choice of the physical parameters. Heat and mass transfers are estimated in terms of time and area-averaged Nusselt numbers.
基金Project supported by the National Natural Science Foundatioil of China and the National High Technology Plan(laser technology).
文摘Some theoretic problems of gyrotron pump for free electron laser with electro-magnetic wiggler（EMW-FEL）are studied,such as the azimuthal polarization of EMW,and therelation between the transient properties of gyrotron and the working conditions.These prob-lems make a remarkable influence on EMW-FEL system.In this paper,the numerical calcula-tions and analysis are given for TE<sub>1</sub>3 mode.
文摘为解决实际行人重识别系统中识别率低、识别速度慢的问题,从创新和工程应用出发,提出了一种行人重识别算法。对行人图片进行预处理,采用色调、饱和度、亮度(hue,saturation,value,HSV)空间非线性量化的方法构建颜色命名空间,对人体分区域预识别来提高检测效率;对备选目标的整幅图像提取HSV和方向梯度直方图(histogram of oriented gradient,HOG)作为整体特征并在滑动窗口内提取颜色命名(color naming,CN)特征和2个尺度的尺度不变特征(scale invariant local pattern,SILTP),采用本文融合算法得到新的特征;在3个数据集上进行行人重识别,融合的特征在2种度量学习算法的Rank1平均提高了2.4%和3.3%。实验结果表明该算法能够提高重识别精度。
