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Analysis of mathematical model for micromechanical vibratory wheel gyroscope 被引量:2
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作者 LUOYue-sheng FANChong-jin TANZhen-fan 《Journal of Marine Science and Application》 2003年第1期53-59,65,共8页
By the sketch of structure of MVWG,the working laws of this kind of gyroscope we re explained.To the aid of Euler′s Dynamics Equation,a mathematical model of the gyroscope was constructed,and then by the basic workin... By the sketch of structure of MVWG,the working laws of this kind of gyroscope we re explained.To the aid of Euler′s Dynamics Equation,a mathematical model of the gyroscope was constructed,and then by the basic working laws of MVWG the model was simplified.Under the conditions of the three axial direction rotations and general rotation,the mathematical model was resolved.And finally by the solutions, the working laws of the gyroscope, the working disparity among all sorts of gyrations and the influences from the gyrations in the axial directions were analysed. 展开更多
关键词 micromechanical silicon gyroscopes mathematical model Euler′s dynamics equati on
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Exponential Attractors for the Ginzburg-Landau-BBM Equations
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作者 戴正德 蒋慕蓉 《Journal of Mathematical Research and Exposition》 CSCD 北大核心 2001年第3期317-322,共6页
In this paper, the existence of the exponential attractors for the Ginzburg- Landau-BBM equations with periodic initial and boundary conditions are obtained by using the squeezing property and the operator dccompositi... In this paper, the existence of the exponential attractors for the Ginzburg- Landau-BBM equations with periodic initial and boundary conditions are obtained by using the squeezing property and the operator dccomposition method. 展开更多
关键词 exponential attractor Ginzburg-Landau-DBM equatious squeezing prop- erty.
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BOUNDARY SOLUTIONS OF OPERATOR EQUATIONS IN PARIAL ORDERING SETS WITH APPLICATIONS TO SYSTEMS OF FUNCTIONAL
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作者 ZHAO Zengqin XIE Shuheng(Department of Mathematics, Qufu Normal University, Qufu 273165, China) 《Systems Science and Mathematical Sciences》 SCIE EI CSCD 1998年第1期9-17,共9页
In this papert we study the existence of solutions and boundary solutions tothe following system of operator equations in partial ordering sets.We do not assume any topological structure or algebraic structure on the ... In this papert we study the existence of solutions and boundary solutions tothe following system of operator equations in partial ordering sets.We do not assume any topological structure or algebraic structure on the partial orderingsets. The quasi-order completeness of the ranges on Akik, Bkjk (ik = 1, 2,... mk,jk =1, 2,’’’ nk) is the main condition in the theorems. We discuss the quasi-order completesets in some concrete spaces. As corollaries, we obtain some new coupled fixed point resultsfor mixed monotone operators. Lastly the conclusions are applied to a system of functionalequations arising in dyntaic programming. 展开更多
关键词 PARTIAL ORDERING SET system of OPERATOR equati0ns BOUNDARY solution.
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