Academic literature on the topic 'Compliant mechanism'

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Journal articles on the topic "Compliant mechanism"

1

Pavlovic, Nenad, and Nenad Pavlovic. "Mobility of the compliant joints and compliant mechanisms." Theoretical and Applied Mechanics 32, no. 4 (2005): 341–57. http://dx.doi.org/10.2298/tam0504341p.

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This paper deals with a mobility of the single compliant joints and entire compliant mechanisms. The compliance of the joints and the mobility of the compliant mechanism can be increased by variations of geometry as well as material type of the joints. Therefore the mobility of three kinds of compliant joints with different geometrical shapes (beam joints, film joints and notch joints) will be researched. The mobility of the compliant joints made of different material types (plastic joints, silicone joints) will be also researched. The mobility of compliant mechanisms will be analyzed by using of the Roberts-Tchebicheff mechanism which coupler point can be guided on an approximately rectilinear path.
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2

Karakuş, Raşit, and Engin Tanık. "Novel compliant wiper mechanism." Mechanical Sciences 9, no. 2 (2018): 327–36. http://dx.doi.org/10.5194/ms-9-327-2018.

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Abstract. Conventional wiper mechanisms that are used in automotive vehicles comprise numerous linkages and joints. In this study, in order to obtain a simpler design, a novel compliant wiper mechanism is introduced. The wiper mechanism is essentially a partially compliant four-bar mechanism. To the best of our knowledge, this is the first compliant wiper mechanism in the literature. The wipers currently labeled “compliant” in the literature possess only a flexible wiper blade frame. However, these are still driven by conventional rigid body mechanisms. After introduction of the fundamental concept, a compliant wiper mechanism is designed for an L7e car. Finite element analysis is carried out for verifying analytical results and fatigue calculations are performed. Finally, a prototype is manufactured, and it is experimentally verified that a compliant wiper mechanism may have an infinite life.
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3

Fowler, R. M., L. L. Howell, and S. P. Magleby. "Compliant space mechanisms: a new frontier for compliant mechanisms." Mechanical Sciences 2, no. 2 (2011): 205–15. http://dx.doi.org/10.5194/ms-2-205-2011.

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Abstract. Compliant mechanisms offer distinct advantages for use in space that can address many of the issues encountered with current rigid-link space mechanisms. Compliant space mechanisms are defined as moveable mechanical assemblies that achieve their desired motion, force, or displacement by means of the deflection of flexible members and can perform a necessary function in the environments of launch and space. Many current space mechanisms are already highly optimized, yet they still experience inherent challenges, and it is unclear if significant improvements in performance can be made by continuing to refine current designs. Compliant space mechanisms offer a promising opportunity to change the fundamental approach to achieving controlled motion in space systems and have potential for dramatic increases in mechanism performance given the constraints of the space environment. This paper proposes the merger of the fields of compliant mechanisms and space mechanisms as a future direction of research in compliant mechanisms, discusses in detail the motivation to do so, and addresses the key factors of applying compliant mechanism technology to space mechanisms.
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4

Dunning, A. G., N. Tolou, and J. L. Herder. "Review Article: Inventory of platforms towards the design of a statically balanced six degrees of freedom compliant precision stage." Mechanical Sciences 2, no. 2 (2011): 157–68. http://dx.doi.org/10.5194/ms-2-157-2011.

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Abstract. For many applications in precision engineering, a six degrees of freedom (DoF) compliant stage (CS) with zero stiffness is desirable, to deal with problems like backlash, friction, lubrication, and at the same time, reduce the actuation force. To this end, the compliant stage (also known as compliant mechanism) can be statically balanced with a stiffness compensation mechanism, to compensate the energy stored in the compliant parts, resulting in a statically balanced compliant stage (SBCS). Statically balanced compliant stages can be a breakthrough in precision engineering. This paper presents an inventory of platforms suitable for the design of a 6 DoF compliant stage for precision engineering. A literature review on 3–6 DoF compliant stages, static balancing strategies and statically balanced compliant mechanisms (SBCMs) has been performed. A classification from the inventory has been made and followed up by discussion. An obviously superior architecture for a 6 DoF compliant stage was not found. All the 6 DoF stages are either non-statically balanced compliant structures or statically balanced non-compliant structures. The statically balanced non-compliant structures can be transformed into compliant structures using lumped compliance, while all SBCMs had distributed compliance. A 6 DoF SBCS is a great scope for improvements in precision engineering stages.
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5

Howell, L. L., and A. Midha. "A Loop-Closure Theory for the Analysis and Synthesis of Compliant Mechanisms." Journal of Mechanical Design 118, no. 1 (1996): 121–25. http://dx.doi.org/10.1115/1.2826842.

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Compliant mechanisms gain at least some of their motion from flexible members. The combination of large-deflection beam analysis, kinematic motion analysis, and energy storage makes the analysis of compliant mechanisms difficult. The design of mechanisms often requires iteration between synthesis and analysis procedures. In general, the difficulty in analysis has limited the use of compliant mechanisms to applications where only simple functions and motions are required. The pseudo-rigid-body model concept promises to be the key to unifying the compliant and rigid-body mechanism theories. It simplifies compliant mechanism analysis by determining an equivalent rigid-body mechanism that accurately models the kinematic characteristics of a compliant mechanism. Once this model is obtained, many well known concepts from rigid-body mechanism theory become amenable for use to analyze and design compliant mechanisms. The pseudo-rigid-body-model concept is used to develop a loop-closure method for the analysis and synthesis of compliant mechanisms. The method allows compliant mechanisms to be designed for tasks that would have earlier been assumed to be unlikely, if not impossible, applications of compliant mechanisms.
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6

Kamrava, Soroush, Ranajay Ghosh, Jian Xiong, Samuel M. Felton, and Ashkan Vaziri. "Origami-equivalent compliant mechanism." Applied Physics Letters 115, no. 17 (2019): 171904. http://dx.doi.org/10.1063/1.5115790.

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7

Guo, Tong Ying, Jie Jia Li, and Hai Chen Wang. "Application of Compliant Mechanism on the Polishing Robot." Applied Mechanics and Materials 63-64 (June 2011): 593–96. http://dx.doi.org/10.4028/www.scientific.net/amm.63-64.593.

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For polishing friable complex transparent pieces surface, compliant mechanism is used on the polishing robot in this paper. Compliant mechanisms on the polishing robot are designed and installed. Polishing experiments are carried out without compliant mechanisms and with compliant mechanisms. The experiments results show that the robot can complete better polishing tasks with compliant mechanisms, through the wrist force sensor collecting the polishing force, and controlling the proper compression height of compliant devices.
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8

Manko, D. J., and W. L. Whittaker. "Inverse Dynamic Models of Closed-Chain Mechanisms With Contact Compliance." Journal of Mechanical Design 114, no. 1 (1992): 82–86. http://dx.doi.org/10.1115/1.2916929.

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A general inverse dynamic model which is applicable to closed-chain mechanisms with contact compliance is presented. This class of mechanism has relatively rigid members and joints, but experiences compliant interactions with objects and the environment; examples include walking machines operating on natural terrain, devices for grasping a compliant object, and wheeled mobile robots. Previous approaches for formulating inverse dynamic models of compliant mechanisms have been approximations or limited to simple configurations and open-chain mechanisms. Inverse dynamic equations for closed-chain mechanisms with contact compliance are shown to be solvable sets of differential/algebraic equtaions (DAEs) which assures that stable and accurate solutions can be calculated; relevant characteristics and solutions of DAE systems are discussed.
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9

Tantanawat, Tanakorn, and Sridhar Kota. "Design of Compliant Mechanisms for Minimizing Input Power in Dynamic Applications." Journal of Mechanical Design 129, no. 10 (2006): 1064–75. http://dx.doi.org/10.1115/1.2756086.

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In this paper, we investigate power flow in compliant mechanisms that are employed in dynamic applications. More specifically, we identify various elements of the energy storage and transfer between the input, external load, and strain energy stored within the compliant transmission. The goal is to design compliant mechanisms for dynamic applications by exploiting the inherent energy storage capability of compliant mechanisms in the most effective manner. We present a detailed case study on a flapping mechanism, in which we compare the peak input power requirement in a rigid-body mechanism with attached springs versus a distributed compliant mechanism. Through this case study, we present two approaches: (1) generative-load exploitation and (2) reactance cancellation, to describe the role of stored elastic energy in reducing the peak input power requirement. We propose a compliant flapping mechanism and its evaluation using nonlinear transient analysis. The input power needed to drive the proposed compliant flapping mechanism is found to be 50% less than a rigid-link four-bar flapping mechanism without a spring, and 15% less than the one with a spring. This reduction of peak input power is primarily due to the exploitation of elasticity in compliant members. The results show that a compliant mechanism can be a better alternative to a rigid-body mechanism with attached springs.
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10

Chen, G., and S. Zhang. "Fully-compliant statically-balanced mechanisms without prestressing assembly: concepts and case studies." Mechanical Sciences 2, no. 2 (2011): 169–74. http://dx.doi.org/10.5194/ms-2-169-2011.

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Abstract. The purpose of this paper is to present new concepts for designing fully-compliant statically-balanced mechanisms without prestressing assembly. A statically-balanced compliant mechanism can ideally provide zero stiffness and energy free motion like a traditional rigid-body mechanism. These characteristics are important in design of compliant mechanisms where low actuation force, accurate force transmission or high-fidelity force feedback are primary concerns. Typically, static balancing of compliant mechanisms has been achieved by means of prestressing assembly. However, this can often lead to creep and stress relaxation arising in the flexible members. In this paper two concepts are presented which eliminate the need for prestressing assembly of compliant mechanisms: (1) a weight compensator which employs a constant-force compliant mechanism, (2) a near-zero-stiffness mechanism which combines two multistable mechanisms. In addition to the advantages provided by statically-balanced compliant mechanisms, two other notable features of these statically-balanced mechanisms are their ability to be monolithically fabricated and to return to their as-fabricated position without any disassembly when not in use.
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