ORIGINAL PAPER
Decision of the Direct Position Problem of the Joint Relative Manipulation Mechanism with Five Degrees of Freedom
 
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1
KF MSTU. N.E. Bauman Kaluga, Russia
 
2
Institute of Engineering Science. Blagonravov RAS Moscow, Russia
 
3
Belgorod State Technological University, Belgorod, Russia
 
 
Online publication date: 2018-11-21
 
 
Publication date: 2018-11-01
 
 
International Journal of Applied Mechanics and Engineering 2018;23(4):1025-1033
 
ABSTRACT
One of the mechanisms of joint relative manipulation with five degrees of freedom is considered. An approach to solving the direct positional problem is described. A simplified 3D model was created to verify the correctness of the solution. The results of a comparison of calculated and experimental data are presented.
REFERENCES (20)
1.
Glazunov V.A. and Chunikhin A.D. (2014): Development of research on the mechanisms of parallel structure. – Problems of Machine Building and Machine Reliability, No.3, pp.37-43.
 
2.
Glazunov V.A., Lastochkin A.B., Shalyukhin K.A. and Danilin P.O. (2009): To the analysis and classification of devices of relative manipulation. – Problems of Mechanical Engineering and Reliability of Machines, No.4. pp.81-85.
 
3.
Rybak L.A., Chichvarin A.V. and Erzhukov V.V. (2011): Effective methods for solving the kinematics and dynamics problems of a parallel robot machine. – M.: Fizmatlit. pp.148.
 
4.
Hailo S.V., Glazunov V.A., Shirinkin M.A. and Kalendarev A.V. (2013): Possible applications of mechanisms of parallel structure. – Problems of Machine Building and Machine Reliability, No.5. pp.19-24.
 
5.
Bushuev V.V. and Kholshev I.G. (2001): Mechanisms of parallel structure in machine building. – Machines and Tools, No.1. pp.3-8.
 
6.
Krainev A.F., Kovalev L.K., Vasetsky V.G. and Glazunov V.A. (1994): Development of installations for laser cutting on the basis of mechanisms of a parallel structure. – Problems of Mechanical Engineering and Reliability of Machines, No.6, pp.84-93.
 
7.
Rybak L.A., Gaponenko E.V. and Zhukov Y.M. (2012): Investigation of the accuracy of machining on machines with parallel kinematics taking into account the displacements of the drive mechanisms and the cutting force. – Technology of Machine Building, No.12. pp.25-28.
 
8.
Pashchenko V.N., Sharapov I.V., Rashoyan G.V. and Bykov A.I. (2017): Construction of a working area for the manipulation mechanism of simultaneous relative manipulation. – Journal of Machinery Manufacture and Reliability, vol.46, No.3, pp.225-231. © Allerton Press, Inc..
 
9.
Glazunov V.A., Lastochkin A.B., Terekhova A.N. and Wu Ngok Bik (2007): On the peculiarities of relative manipulation devices. – Problems of Machine Building and Machine Reliability, No.2. pp.77-85.
 
10.
Krainev A.F. and Glazunov V.A. (1994): New mechanisms of relative manipulation. – Problems of Mechanical Engineering and Reliability of Machines, No.5. pp.106-117.
 
11.
Lebedev P.A. (1987): Kinematics of Spatial Mechanisms. – M.: Mechanical Engineering, 280 p.
 
12.
Pashchenko V.N., Romanov A.V., Artemiev A.V., Men’shova E.V. and Loginov N.A. (2017): The solution of the direct problem of the position of the six-stage manipulator of the parallel structure on the basis of the crank-and-rod mechanism. – Electronic Information Systems, No.4 (15), pp.91-101.
 
13.
Angeles J. (2004): The qualitative synthesis of parallel manipulators. – Journal of Mechanical Design, vol.126, pp.617-624.
 
14.
Behi F. (1988): Kinematic analysis for a six-degree-of-freedom 3-PRPS parallel mechanism. – IEEE J. Robot, and Automat, N 4 / 5, pp.561-565.
 
15.
Zenkevich S.L. and Yushchenko A.S. (2004): Fundamentals of manipulation robots. – Moscow: MSTU Them, N.E. Bauman, 576 p.
 
16.
Bykov R.E., Glazunov V.A., Glazunova O.V. and Chan Dyk Hai (2005): Simulation of the working space of the parallel structure mechanism with four kinematic chains. – Problems of Machine-Building and Machine Reliability, No.5, pp.10-15.
 
17.
Pashchenko V.N., Glazunov V.A. and Ulyanov D.O. (2017): Solution of the problem of the velocities of the spatial mechanism of a parallel structure. – Engineering Journal. Directory, pp.23-30.
 
18.
Rybak L.A., Erzhukov V.V., Pochekaev S.G. and Chichvarin A.V. (2010): Construction of neural network algorithms for solving a direct kinematics problem for a parallel robot machine. – Journal Neurocomputers, No.5, pp.53-60.
 
19.
Evtushenko Y.G., Posypkin M.A., Rybak L.A. and Turkin A.V. (2018): Approximating a solution set of nonlinear inequalities. – Journal of Global Optimization, vol.71, No.1, pp.129-145.
 
20.
Evtushenko Y.G., Posypkin M.A., Rybak L.A. and Turkin A.V. (2017): Finding sets of solutions to systems of nonlinear inequalities. – Computational Mathematics and Mathematical Physics, vol.57, No.8, pp.1248-1254.
 
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ISSN:1734-4492
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