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Solving Laguerre-Gauss Mode Eigenvectors and Eigenfunctions in Entangled State Representation
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作者 FAN Hong-Yi GAO Wei-Bo 《Communications in Theoretical Physics》 SCIE CAS CSCD 2006年第4期617-620,共4页
We solve the Laguerre-Gauss mode eigenvectors and eigenfunctions in the entangled state representation by searching for common eigenvectors of the 2-dimensional harmonic oscillator's total energy operator and the ang... We solve the Laguerre-Gauss mode eigenvectors and eigenfunctions in the entangled state representation by searching for common eigenvectors of the 2-dimensional harmonic oscillator's total energy operator and the angular momentum operator, We find that in the entangled state representation the eigen-solution satisfies the Hukuhara equation, and its solution is confluent hypergeometric function. 展开更多
关键词 Laguerre-gauss modes entangled state representation
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玻色场中量子态的非Gauss性
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作者 傅双双 骆顺龙 张悦 《中国科学:数学》 CSCD 北大核心 2021年第11期1731-1742,共12页
在连续变量的量子信息理论中,玻色场中量子态的非Gauss性是一种重要的资源.近十年来,人们引进了多种基于距离和相对熵的非Gauss性度量,用来刻画非Gauss性的不同侧面.由于Gauss量子态的集合在辛变换所对应的酉操作下具有不变性,因此,我... 在连续变量的量子信息理论中,玻色场中量子态的非Gauss性是一种重要的资源.近十年来,人们引进了多种基于距离和相对熵的非Gauss性度量,用来刻画非Gauss性的不同侧面.由于Gauss量子态的集合在辛变换所对应的酉操作下具有不变性,因此,我们希望非Gauss性的度量也具有这种辛变换下的不变性.基于Gauss态正好是一类量子不确定性关系的最小不确定性态,本文提出一个具有辛不变性的非Gauss性度量并揭示其基本性质.对玻色场中的一些重要量子态,本文计算其非Gauss性. 展开更多
关键词 玻色场 gauss态 gauss 辛群 不确定性关系 Wigner-Yanase信息
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Attitude Optimization Algorithm of GFIMU with Installation Errors 被引量:2
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作者 曹咏弘 张慧 范锦彪 《Journal of Measurement Science and Instrumentation》 CAS 2011年第2期103-107,共5页
Taking the accelerometer installation errors into consideration, the attitude optimization algorithm of Gyro Free Inertial Meastement Unit (GFIMU) is studied in the high spinning condition in this paper. A ten-accel... Taking the accelerometer installation errors into consideration, the attitude optimization algorithm of Gyro Free Inertial Meastement Unit (GFIMU) is studied in the high spinning condition in this paper. A ten-accelerometer configuration is designed so as to establish a mathematical model to acquire the angular speeds in the case of installation errors. Precision of the algorithm is evaluated by using damping GaussNewton method. A large amotmt of sinmlation results show that ff the accelertlmter's angleinstallation errors main-tain small (〈5°), the errors of attitude angles can be limited within ±1°. Hence, the algorithm has a great applicable value in engineering. 展开更多
关键词 attitude optimization algorithm high spinning ten-ac-elerometer oonfiguration installation error dampingauss-newton method
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