2011
DOI: 10.1088/1674-1137/35/11/013
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Analytical transfer matrix of a quadrupole fringe

Abstract: The analytical linear transfer matrices for different quadrupole fringes including quadratic, high order power and exponential models are deduced in this paper. As an example, the transfer matrices of the quadrupole BEPCII 105Q are computed for the above three models and compared with hard edge and slice-by-slice models in cases of near 60° and 90° FODO cells. These models' results are much better than the hard edge model's, and can meet the requirement of accurate calculation.

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Cited by 2 publications
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“…In recent years, the specific problem of mixed flow assembly line balancing study and methods are mainly involved: Ping Su and Zhaoqin Yu balanced the weighted average workload and the instantaneous workload among workstations by multi-objective optimization [4]; Luo-ke Hu designed a new algorithm based on the process exchange [5];Yong-qian Zheng built a new balancing model for the assembly line dynamic balancing [6]; Qingliang Yu proposed the stochastic MMALBP, and established a corresponding mathematical model, and proposed an improved particle swarm optimization and a hybrid particle swarm optimization algorithms for ALBP of type I [7]; Wenshu Ling brought in some restrictions except the optimized assembly technology and make use of the GA to find out the solution to the problem [8]; Hui Peng researched optimization methods to the MMALBP of type II, built model and used GA to solve this model [9]; Hackman ST proposed a branch-and-bound method for the assembly model of type I (aiming to minimize the workstation number), the algorithm contains heuristic algorithm to demarcation and reduce the branching tree [10].…”
Section: Introductionmentioning
confidence: 99%
“…In recent years, the specific problem of mixed flow assembly line balancing study and methods are mainly involved: Ping Su and Zhaoqin Yu balanced the weighted average workload and the instantaneous workload among workstations by multi-objective optimization [4]; Luo-ke Hu designed a new algorithm based on the process exchange [5];Yong-qian Zheng built a new balancing model for the assembly line dynamic balancing [6]; Qingliang Yu proposed the stochastic MMALBP, and established a corresponding mathematical model, and proposed an improved particle swarm optimization and a hybrid particle swarm optimization algorithms for ALBP of type I [7]; Wenshu Ling brought in some restrictions except the optimized assembly technology and make use of the GA to find out the solution to the problem [8]; Hui Peng researched optimization methods to the MMALBP of type II, built model and used GA to solve this model [9]; Hackman ST proposed a branch-and-bound method for the assembly model of type I (aiming to minimize the workstation number), the algorithm contains heuristic algorithm to demarcation and reduce the branching tree [10].…”
Section: Introductionmentioning
confidence: 99%
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mentioning
confidence: 99%