LIU Lei,. Mechanical analysis of pointing mechanism for space spectrometer[J]. Editorial Office of Optics and Precision Engineering, 2015,23(11): 3161-3167
LIU Lei,. Mechanical analysis of pointing mechanism for space spectrometer[J]. Editorial Office of Optics and Precision Engineering, 2015,23(11): 3161-3167 DOI: 10.3788/OPE.20152311.3161.
Mechanical analysis of pointing mechanism for space spectrometer
To accurately analyze dynamic characteristics of pointing mechanism of a CO
2
space spectrometer
a bearing finite element contact analysis model was established according to the bearing structural parameters in this paper. The displacements with different loads for an axis were calculated
and the nonlinear stiffness curve for the bearing was obtained by the polynomial fitting for calculated results. In finite element dynamic analysis model of pointing mechanism
a spring unit with corresponding stiffness was used to replace the bearing structure
and the dynamic characteristics of the pointing mechanism were obtained by analysis of infinite element frequency response. The simulation experiment shows that the surface shape of mirror is 19.23 nm and 19.27 nm in optics axis and meridian direction at a static condition
which satisfy the design requirement of
λ
/30(RMS
λ
=632.8 nm) and all base frequencies in 3 directions are over 100 Hz. Moreover
mechanical vibration experiments also verify that all base frequencies in 3 directions are over 100 Hz and the surface shape accuracy of the mirror is
λ
/35. The calculation results agree well with the experimental results. It concludes that the analysis method with nonlinear contact solves the bearing stiffness accurately
and the static/dynamic performance of pointing mechanism meets design requirements.
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Keywords
references
STONEB J. The state of the art in the measurement of the stiffness and damping of rolling element bearings[J]. Annals of the CIRP, 1982,529-534.
KRAUS J, BLECH J J, BRAUN S G. In situ determination of rolling bearing stiffness and damping by model analysis[J]. Journal of Vibration, Acoustic, Stress, and Reliability in design, 1987.109(3):235-240.
LIU J G, UWE F H. Andreas sch necker, Accuracy improvement of impedance measurements by using the self-calibration[J].Measurement of the International Measurement Confederation, 1999, 25(3):213-225.
MA Z Z. Precise dynamic angular measurement with inductosyn transducer[C]. Second International Symposium on Inertial Technology in Beijing,1998,37-45.
ROYSTON T J, BASDOGAN I. Vibration transmission through self-Aligning(spherical) rolling element bearings-theory and experiment[J]. Journal of Sound and Vibration, 1998,215(5):997-1014.
唐云冰, 罗贵火,等. 高速陶瓷滚动轴承等效刚度分析与试验[J]. 航空动力,2005(2):240-244. TANG Y B, LUO G H. Theoretical analysis and experiment of the high speed ceramic rolling bearing equivalent stiffness[J]. Journal of Aerospace Power,2005(2):240-244.(in Chinese)
KARACAY T,AKTURK N. Vibrations of a grinding spindle supported by angular contact ball-bearings[C]. Proceedings of Institution of Mechanical Engineers Part K Journal of Multi-body Dynamics, 2008,222:61-74.
RAJIV T, NALINAKSH S V. Stiffness estimation from random response bearing systems[J]. Probabilistic Engineering Mechanics,1998, 13(4):255-268.
LAMBERT R J, POLLARD A, STONE B J. Some characteristics of rolling-element bearings under oscillating conditions.Part 1:theory and rig design[C]. Proceedings of the Institution of Mechanical Engineers-Part K-Journal of Multi-body Dynamics,2006, 220:157-170.
LAMBERT R J, POLLARD A, STONE B J. Some characteristics of rolling-element bearings under oscillating conditions. Part 2:experimental results for interference-fitted taper-roller bearings[C]. Proceedings of the Institution of Mechanical Engineers-Part K-Journal of Multi-body Dynamics. 2006, 220:171-179..
黄琳琳. 滚动轴承刚度的非线性分析及工程应用[D]. 大连:大连理工大学,2009. HUANG L L. The nonlinear analysis and engineering application to rolling bearing stiffness[D]. Dalian:Dalian University of Technology,2009.(in Chinese)