Abstract
Appropriate performance of slider-crank mechanisms in cutting machines depends on suitable selection of its parameters. The reaction forces in joints and the internal torque are changed when the crank rotates; therefore, investigating the effects of mechanism parameters on the internal torque and the reaction forces in joints in an operational cycle would be impossible. In this study, an efficient and simply implementable procedure based on averaging of kinetic parameters is utilized to determine how the crank and connecting rod lengths, crank angular velocity, and the inertia effects of the slider influence the kinetic parameters. The model was also simulated to obtain an optimal crank to connecting rod length ratio. Furthermore, in a cutting machine, the cutting speed would be increased using two methods: (1) increasing the crank length and (2) increasing the crank angular velocity. A simulation is performed to understand the advantages and drawbacks of both methods.
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References
Akbari S, Fallahi F, Pirbodaghi T (2016) Dynamic analysis and controller design for a slider-crank mechanism with piezoelectric actuators. J Comput Des Eng 3:312–321
Alavi SR, Rahmati M, Ziaei-Rad S (2017) A new approach to design safe-supported HDD against random excitation by using optimization of rubbers spatial parameters. Microsyst Technol 23(6):2023–2032
Badlani M, Midha A (1983) Effect of internal material damping on the dynamics of a slider-crank mechanism. J Mech Transm Autom Des 105(3):452–459
Balli SS, Chand S (2002) Transmission angle in mechanisms (Triangle in mech). Mech Mach Theory 37(2):175–195
Bolund B, Bernhoff H, Leijon M (2007) Flywheel energy and power storage systems. Renew Sustain Energy Rev 11(2):235–258
Chang D, Kim J, Choi D, Cho KJ, Seo T, Kim J (2013) Design of a slider-crank leg mechanism for mobile hopping robotic platforms. J Mech Sci Technol 27(1):207–214
Chen JS, Huang CL (2001) Dynamic analysis of flexible slider-crank mechanisms with non-linear finite element method. J Sound Vib 246(3):389–402
Cveticanin L, Maretic R (2000) Dynamic analysis of a cutting mechanism. Mech Mach Theory 35(10):1391–1411
Daniel GB, Cavalca KL (2011) Analysis of the dynamics of a slider–crank mechanism with hydrodynamic lubrication in the connecting rod–slider joint clearance. Mech Mach Theory 46(10):1434–1452
Erkaya S, Uzmay İ (2009) Optimization of transmission angle for slider-crank mechanism with joint clearances. Struct Multidiscip Optim 37(5):493–508
Erkaya S, Uzmay İ (2010) Experimental investigation of joint clearance effects on the dynamics of a slider-crank mechanism. Multibody SysDyn 24(1):81–102
Fallahi B, Lai S, Venkat C (1995) A finite element formulation of a flexible slider crank mechanism using local coordinates. J Dyn Syst Meas Contr 117(3):329–335
Farahanchi F, Shaw SW (1994) Chaotic and periodic dynamics of a slider-crank mechanism with slider clearance. J Sound Vib 177(3):307–324
Fattahi I, Mirdamadi HR (2017) Novel composite finite element model for piezoelectric energy harvesters based on 3D beam kinematics. Compos Struct 1(179):161–171
Flores P, Ambrósio J, Claro JC, Lankarani HM, Koshy CS (2006) A study on dynamics of mechanical systems including joints with clearance and lubrication. Mech Mach Theory 41(3):247–261
Fung RF, Chen KW (1998) Dynamic analysis and vibration control of a flexible slider–crank mechanism using PM synchronous servo motor drive. J Sound Vib 214(4):605–637
Fung RF, Chiang CL, Chen SJ (2009) Dynamic modelling of an intermittent slider–crank mechanism. Appl Math Model 33(5):2411–2420
Ha JL, Fung RF, Chen KY, Hsien SC (2006) Dynamic modeling and identification of a slider-crank mechanism. J Sound Vib 289(4):1019–1044
Han Y, Ren Z, Tong Y (2012) General design method of flywheel rotor for energy storage system. Energy Proced 31(16):359–364
Hsieh SR, Shaw SW (1994) The dynamic stability and non-linear resonance of a flexible connecting rod: single-mode model. J Sound Vib 170(1):25–49
Khemili I, Romdhane L (2008) Dynamic analysis of a flexible slider–crank mechanism with clearance. Eur J Mech-A/Solids 27(5):882–898
Kimbrell JT (1991) Kinematics analysis and synthesis. McGraw-Hill, New York, pp 14–15
Koser K (2004) A slider crank mechanism based robot arm performance and dynamic analysis. Mech Mach Theory 39(2):169–182
Meriam JL, Kraige LG (2012) Engineering mechanics: dynamics. Wiley, Hoboken
Munson BR, Rothmayer AP, Okiishi TH (2012) Fundamentals of fluid mechanics. Wiley, Hoboken
Myklebust A, Fernandez EF, Choy TS (1984) Dynamic response of slider-crank machines during startup. J Mech Transm Autom Des 106(4):452–457
Naik DP, Amarnath C (2013) Planar slider-crank mechanism adjustable for prescribed dead-center positions. J Indian Inst Sci 66(4):247
Rahmati M, Alavi SR, Ziaei-Rad S (2017) Improving the read/write performance of hard disk drives under external excitation sources based on multi-objective optimization. Microsyst Technol 23(8):3331–3345
Ranjbarkohan M, Rasekh M, Hoseini AH, Kheiralipour K, Asadi MR (2011) Kinematics and kinetic analysis of the slider-crank mechanism in otto linear four cylinder Z24 engine. J Mech Eng Res 3(3):85–95
Rao SS (2016) Mechanical vibrations. Prentice Hall, Upper Saddle River
Reis VL, Daniel GB, Cavalca KL (2014) Dynamic analysis of a lubricated planar slider–crank mechanism considering friction and Hertz contact effects. Mech Mach Theory 30(74):257–273
Shigley JE, Mischke CR (2002) Mechanical engineering design. Mc Graw-Hill, New York City
Shoup TE (1984) The design of an adjustable, three dimensional slider crank mechanism. Mech Mach Theory 19(1):107–111
Simeon B (1996) Modelling a flexible slider crank mechanism by a mixed system of DAEs and PDEs. Math Model Syst 2(1):1–8
Soong K, Thompson BS (1990) A theoretical and experimental investigation of the dynamic response of a slider-crank mechanism with radial clearance in the gudgeon-pin joint. J Mech Des 112(2):183–189
Söylemez E (2002) Classical transmission-angle problem for slider–crank mechanisms. Mech Mach Theory 37(4):419–425
Sun JW, Waldron KJ (1981) Graphical transmission angle control in planar linkage synthesis. Mech Mach Theory 16(4):385–397
Tanık E (2011) Transmission angle in compliant slider-crank mechanism. Mech Mach Theory 46(11):1623–1632
Varedi SM, Daniali HM, Dardel M, Fathi A (2015) Optimal dynamic design of a planar slider-crank mechanism with a joint clearance. Mech Mach Theory 30(86):191–200
Wilson R, Fawcett JN (1974) Dynamics of the slider-crank mechanism with clearance in the sliding bearing. Mech Mach Theory 9(1):61–80
Xu LX, He X, Han L, Yang YH (2014) Dynamic analysis of a slider-crank mechanism with two types of non-ideal revolute joints. Proc Inst Mech Eng Part K: J Multi-body Dyn 9:1464419314562265
Yamin JA, Dado MH (2004) Performance simulation of a four-stroke engine with variable stroke-length and compression ratio. Appl Energy 77(4):447–463
Zheng E, Zhou X (2014) Modeling and simulation of flexible slider-crank mechanism with clearance for a closed high speed press system. Mech Mach Theory 30(74):10–30
Zhou H, Ting KL (2002) Adjustable slider–crank linkages for multiple path generation. Mech Mach Theory 37(5):499–509
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Pishvaye Naeeni, I., Keshavarzi, A. & Fattahi, I. Parametric Study on the Geometric and Kinetic Aspects of the Slider-Crank Mechanism. Iran J Sci Technol Trans Mech Eng 43, 405–417 (2019). https://doi.org/10.1007/s40997-018-0214-5
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DOI: https://doi.org/10.1007/s40997-018-0214-5