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Uncertainty Analysis and Optimization of Quasi-Zero Stifness Air Suspension Based on Polynomial Chaos Method 被引量:7
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作者 Xing Xu Huan Liu +1 位作者 Xinwei Jiang Akolbire Vincent Atindana 《Chinese Journal of Mechanical Engineering》 SCIE EI CAS CSCD 2022年第4期268-286,共19页
To improve the vibration isolation performance of suspensions,various new structural forms of suspensions have been proposed.However,there is uncertainty in these new structure suspensions,so the deterministic researc... To improve the vibration isolation performance of suspensions,various new structural forms of suspensions have been proposed.However,there is uncertainty in these new structure suspensions,so the deterministic research cannot refect the performance of the suspension under actual operating conditions.In this paper,a quasi-zero stifness isolator is used in automotive suspensions to form a new suspension−quasi-zero stifness air suspension(QZSAS).Due to the strong nonlinearity and structural complexity of quasi-zero stifness suspensions,changes in structural parameters may cause dramatic changes in suspension performance,so it is of practical importance to study the efect of structural parameter uncertainty on the suspension performance.In order to solve this problem,three suspension structural parameters d_(0),L_(0) and Pc_(0) are selected as random variables,and the polynomial chaos expansion(PCE)theory is used to solve the suspension performance parameters.The sensitivity of the performance parameters to diferent structural parameters was discussed and analyzed in the frequency domain.Furthermore,a multi-objective optimization of the structural parameters d_(0),L_(0) and Pc_(0) of QZSAS was performed with the mean and variance of the root-mean-square(RMS)acceleration values as the optimization objectives.The optimization results show that there is an improvement of about 8%−1_(0)%in the mean value and about 4_(0)%−55%in the standard deviation of acceleration(RMS)values.This paper verifes the feasibility of the PCE method for solving the uncertainty problem of complex nonlinear systems,which provide a reference for the future structural design and optimization of such suspension systems. 展开更多
关键词 Air suspension Quasi-zero stifness Polynomial chaos Uncertainty analysis OPTIMIZATION
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Type Synthesis of Fully Decoupled Three Translational Parallel Mechanism with Closed-Loop Units and High Stifness 被引量:3
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作者 Shihua Li Sen Wang +2 位作者 Haoran Li Yongjie Wang Shuang Chen 《Chinese Journal of Mechanical Engineering》 SCIE EI CAS CSCD 2023年第5期231-247,共17页
In order to solve the problem of weak stifness of the existing fully decoupled parallel mechanism, a new synthesis method of fully decoupled three translational (3T) parallel mechanisms (PMs) with closed-loop units an... In order to solve the problem of weak stifness of the existing fully decoupled parallel mechanism, a new synthesis method of fully decoupled three translational (3T) parallel mechanisms (PMs) with closed-loop units and high stifness is proposed based on screw theory. Firstly, a new criterion for the full decoupled of PMs is presented that the reciprocal product of the transmission wrench screw matrix and the output twist screw matrix of PMs is a diagonal matrix, and all elements on the main diagonal are nonzero constants. The forms of the transmission wrench screws are determined by the criterion. Secondly, the forms of the actuated and unactuated screws can be obtained according to their relationships with the transmission wrench screws. The basic decoupled limbs are generated by combination of the above actuated and unactuated screws. Finally, a closed-loop units construction method is investigated to apply the decoupled mechanisms in a better way on the high stifness occasion. The closed-loop units are constructed in the basic decoupled limbs to generate a high-stifness fully decoupled 3T PM. Kinematic and stifness analyses show that the Jacobian matrix is a diagonal matrix, and the stifness is obviously higher than that of the coupling mechanisms, which verifes the correctness of the proposed synthesis method. The mechanism synthesized by this method has a good application prospect in vehicle durability test platform. 展开更多
关键词 Screw theory Three translational parallel mechanism Full decoupled Closed-loop units High stifness
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线性多步法的B—收敛性 被引量:3
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作者 李寿佛 《电讯工程》 1989年第3期 6-12,共7页
关键词 stif 初值问题 线性多步法 B-收敛
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TK-3118对讲机故障维修一例
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作者 吴华斌 《科技风》 2011年第15期36-36,共1页
本文通过对TK-3118对讲机故障的检修,阐述对讲机接收部分的工作原理,以及如何通过故障现象判断出故障原因。
关键词 1stIF 收信故障 AFCO
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A Design Method for Improving the Normal Stiffness of an Aerostatic Slide by Considering the Fluid–Structure Interaction Effect
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作者 Wenyuan Wei Qiang Gao +2 位作者 Jingfeng Xu Yinze Li Lihua Lu 《Nanomanufacturing and Metrology》 2025年第3期52-61,共10页
Owing to the relatively low stiffness of the slide and the considerable deformation under support force,the fluid–structure interaction(FSI)phenomenon in aerostatic slides is generally pronounced.This phenomenon affe... Owing to the relatively low stiffness of the slide and the considerable deformation under support force,the fluid–structure interaction(FSI)phenomenon in aerostatic slides is generally pronounced.This phenomenon affects the performance of static pressure slides,particularly those with high load-carrying capacity and low stiffness.However,most existing methods for analyzing the efect of FSI on the stiffness of static pressure slides are iterative and computationally expensive.To address this issue,a novel direct method is proposed for evaluating the stiffness of static pressure slides while considering FSI.This method can quickly and precisely obtain numerical solutions.Furthermore,the accuracy of the proposed method is validated through experiments.Based on the developed FSI model,the efects of normal force and flm thickness on the normal stiffness of aerostatic slides are also investigated. 展开更多
关键词 Aerostatic bearing design Aerostatic slide Fluid–structure interaction Normal stifness Multiphysics modelling and analysis
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