This paper proposes a steady-state errors correction(SSEC)method for eliminating measurement errors.This method is based on the detections of error signal E(s)and output C(s)which generate an expected output R(s).In c...This paper proposes a steady-state errors correction(SSEC)method for eliminating measurement errors.This method is based on the detections of error signal E(s)and output C(s)which generate an expected output R(s).In comparison with the conventional solutions which are based on detecting the expected output R(s)and output C(s)to obtain error signal E(s),the measurement errors are eliminated even the error might be at a significant level.Moreover,it is possible that the individual debugging by regulating the coefficient K for every member of the multiple objectives achieves the optimization of the open loop gain.Therefore,this simple method can be applied to the weak coupling and multiple objectives system,which is usually controlled by complex controller.The principle of eliminating measurement errors is derived analytically,and the advantages comparing with the conventional solutions are depicted.Based on the SSEC method analysis,an application of this method for an active power filter(APF)is investigated and the effectiveness and viability of the scheme are demonstrated through the simulation and experimental verifications.展开更多
Based on the concept of the constitutive relation error along with the residuals of both the origin and the dual problems, a goal-oriented error estimation method with extended degrees of freedom is developed. It lead...Based on the concept of the constitutive relation error along with the residuals of both the origin and the dual problems, a goal-oriented error estimation method with extended degrees of freedom is developed. It leads to the high quality locM error bounds in the problem of the direct-solution steady-state dynamic analysis with a frequency-domain finite element, which involves the enrichments with plural variable basis functions. The solution of the steady-state dynamic procedure calculates the harmonic response directly in terms of the physical degrees of freedom in the model, which uses the mass, damping, and stiffness matrices of the system. A three-dimensional finite element example is carried out to illustrate the computational procedures.展开更多
量子数字签名(quantum digital signature,QDS)能够以信息论安全保证签名消息的不可伪造性、不可否认性和可转移性,近年来备受关注与研究.其中,利用正交编码方式提出的信息论安全的实用化QDS协议,成为目前QDS研究的主流范式.然而,现有QD...量子数字签名(quantum digital signature,QDS)能够以信息论安全保证签名消息的不可伪造性、不可否认性和可转移性,近年来备受关注与研究.其中,利用正交编码方式提出的信息论安全的实用化QDS协议,成为目前QDS研究的主流范式.然而,现有QDS理论和实验都忽视了态制备过程中由于调制器件的不完美性可能引入调制误差.本文针对此问题提出态制备误差容忍的QDS协议.仿真结果表明,相比原来的QDS协议,本协议对态制备误差具有较好的容忍度,能实现更高的签名率和签名距离.另外,本协议在密钥产生阶段只需要制备3个量子态,降低了实验要求和难度.因此,本协议将对未来QDS的实际应用提供重要的参考价值.展开更多
基金National Natural Science Foundation of China(No.61273172)
文摘This paper proposes a steady-state errors correction(SSEC)method for eliminating measurement errors.This method is based on the detections of error signal E(s)and output C(s)which generate an expected output R(s).In comparison with the conventional solutions which are based on detecting the expected output R(s)and output C(s)to obtain error signal E(s),the measurement errors are eliminated even the error might be at a significant level.Moreover,it is possible that the individual debugging by regulating the coefficient K for every member of the multiple objectives achieves the optimization of the open loop gain.Therefore,this simple method can be applied to the weak coupling and multiple objectives system,which is usually controlled by complex controller.The principle of eliminating measurement errors is derived analytically,and the advantages comparing with the conventional solutions are depicted.Based on the SSEC method analysis,an application of this method for an active power filter(APF)is investigated and the effectiveness and viability of the scheme are demonstrated through the simulation and experimental verifications.
基金Project supported by the National Natural Science Foundation of China (No. 10876100)
文摘Based on the concept of the constitutive relation error along with the residuals of both the origin and the dual problems, a goal-oriented error estimation method with extended degrees of freedom is developed. It leads to the high quality locM error bounds in the problem of the direct-solution steady-state dynamic analysis with a frequency-domain finite element, which involves the enrichments with plural variable basis functions. The solution of the steady-state dynamic procedure calculates the harmonic response directly in terms of the physical degrees of freedom in the model, which uses the mass, damping, and stiffness matrices of the system. A three-dimensional finite element example is carried out to illustrate the computational procedures.
文摘量子数字签名(quantum digital signature,QDS)能够以信息论安全保证签名消息的不可伪造性、不可否认性和可转移性,近年来备受关注与研究.其中,利用正交编码方式提出的信息论安全的实用化QDS协议,成为目前QDS研究的主流范式.然而,现有QDS理论和实验都忽视了态制备过程中由于调制器件的不完美性可能引入调制误差.本文针对此问题提出态制备误差容忍的QDS协议.仿真结果表明,相比原来的QDS协议,本协议对态制备误差具有较好的容忍度,能实现更高的签名率和签名距离.另外,本协议在密钥产生阶段只需要制备3个量子态,降低了实验要求和难度.因此,本协议将对未来QDS的实际应用提供重要的参考价值.
