This paper concerns the optimization problem for multilayered ultrasonic transducer with active porous piezoelectric layer. The dependences of the effective moduli for porous piezoelectric material on porosity have be...This paper concerns the optimization problem for multilayered ultrasonic transducer with active porous piezoelectric layer. The dependences of the effective moduli for porous piezoelectric material on porosity have been previously obtained and allowed to decrease the number of design variables. The multiobjective optimization problem based on the Pareto-frontier calculation has been solved using the live-link of finite-element (FE) package Comsol Multiphysics with MATLAB.展开更多
In this paper, we propose a multilayer multiobjective fuzzy comprehensive evaluation (MMFCE) method for assessing simulation schemes of socio-economyic systems of China. In this MMFCE method, multiple methods to dete...In this paper, we propose a multilayer multiobjective fuzzy comprehensive evaluation (MMFCE) method for assessing simulation schemes of socio-economyic systems of China. In this MMFCE method, multiple methods to determine membership grades of evaluation matrix, the procedure to determine multiobjective weights and multiple combination strategies of fuzzy operations under different evaluation rules are presented. And in this paper, we also describe the application of the MMFCE method in assessing several simulation schemes of socio-economic systems of China. Thus,the MMFCE method can be used by policy-makers in China to evaluate and compare alternative policies for socio-economic development of China.展开更多
文摘This paper concerns the optimization problem for multilayered ultrasonic transducer with active porous piezoelectric layer. The dependences of the effective moduli for porous piezoelectric material on porosity have been previously obtained and allowed to decrease the number of design variables. The multiobjective optimization problem based on the Pareto-frontier calculation has been solved using the live-link of finite-element (FE) package Comsol Multiphysics with MATLAB.
文摘In this paper, we propose a multilayer multiobjective fuzzy comprehensive evaluation (MMFCE) method for assessing simulation schemes of socio-economyic systems of China. In this MMFCE method, multiple methods to determine membership grades of evaluation matrix, the procedure to determine multiobjective weights and multiple combination strategies of fuzzy operations under different evaluation rules are presented. And in this paper, we also describe the application of the MMFCE method in assessing several simulation schemes of socio-economic systems of China. Thus,the MMFCE method can be used by policy-makers in China to evaluate and compare alternative policies for socio-economic development of China.
