AGMA 2000FTM5-2000 Systematic Investigations on the Influence of Viscosity Index Improvers on EHL-Film Thickness《粘度指数改善剂对薄膜厚度影响的系统调查》.pdf
《AGMA 2000FTM5-2000 Systematic Investigations on the Influence of Viscosity Index Improvers on EHL-Film Thickness《粘度指数改善剂对薄膜厚度影响的系统调查》.pdf》由会员分享,可在线阅读,更多相关《AGMA 2000FTM5-2000 Systematic Investigations on the Influence of Viscosity Index Improvers on EHL-Film Thickness《粘度指数改善剂对薄膜厚度影响的系统调查》.pdf(13页珍藏版)》请在麦多课文档分享上搜索。
1、l I I 2000FTM5 Systematic Investigations on the Influence of Viscosity Index Improvers on EHL-Film Thickness by: B.-R. Hhn, K. Michaelis K. Michaelis, Chief Engineer; F. Kopatsch, Research Engineer Gear Research Center (FZG), Technical University of Munich, Boltzmannstr. 15, 85748 Garching, Germany
2、Nomenclature (tJM = (9, + 9J2) A C C 1, E2 E FN G L Mw P R SSI U VI W b deformed area of disk capacitor capacitance of disk capacitor thermal correction factor acc. MurchMlson Youngs modulus of contact bodies reduced Youngs modulus normal force EHL-parameter of elasticity thermal load factor acc. Mu
3、rchMlson 131 weight average molecular weight polymer-correction-factor reduced radius of curvature shear-stability-index EHL-parameter of velocity viscosity-index EHL-parameter of load deformed Hertzian contact width tip circle base circle pitch circle frequency of resonance circuit measured lubrica
4、nt film thickness minimum film thickness calculated acc. Dowson/Higginson 6 film thickness in the parallel gap calculated acc. ErtellGrubin 7,9 disk width Hertzian contact pressure radius of curvature of contact bodies slip ratio (s = 7 - vJvl) surface velocity of contact bodies hydrodynamic velocit
5、y (v, = vl + v2) pressure-viscosity coefficient temperature coefficient of dynamic viscosity shear rate relative dielectric coefficient of the oil electric field constant (so = 8,8542. 1-12 C/(Vm) dynamic viscosity dynamic viscosity at bulk temperature temperature average bulk temperature i31 (v2 C
6、Y u .- pitting-test PT C/9/90 I I L 1 PIE1 H ,/- F i 8 C D E poth of contact Fig. 16. Calculated film thicknesses of test oils . 1 H at pitting-test conditions. pitting-test PT C/9/90 I t 1 - .- El B C D E poth of contact Fig. 17. Calculated film thicknesses of test oils . 2L at pitting-test conditi
7、ons. With these gear data, the film thickness can be calculated along the path of contact of a gear mesh. An example is shown in Fig. 16. The film thickness hO,thermal,pol,r which was calculated acc. ErteVGrubin 7, 91 with thermal correction acc. MurchMiilson I 31 and polymer-correction-factor P, is
8、 plotted against the path of contact of a C-PT-type gear pair for the conditions of the standard pitting-test PT C/9/90 for the test oils . 1 H with short-chain polymers and high concentrations. The relevant tooth bulk temperature was assumed to be constant at 100C. Without using the polymer-correct
9、ion-factor P, the film thicknesses of all polymer-containing oils would be calculated equal to that one of M240. With using the polymer-correction-factor P, the calculated film thicknesses of the polymer-containing oils represent the actually measured values better (see Fig. 8). Another calculation
10、example in Fig. 17 shows the film thicknesses of the test oils . 2L with the long- chain polymers in low concentration. Again, calcu- lation would provide film thicknesses equal to M240 for all polymer containing oils without using the polymer-correction-factor. With using the factor, the calculated
11、 film thicknesses show much better correlation with the measured ones (see Fig. 9). 6 Conclusions The lubricant film thicknesses of a number of polymer-containing oils and their base oils were measured systematically in a twin disk test rig. The investigated polymers were polyalkylmethacrylates (PMA
12、), polyisobutylenes (PIB), olefin-copolymeres (OCP), styrene-butadiene-copolymeres (SBC) and star-shaped styrene-isoprene-copolymeres (STAR) in with two different molecular weights each. In addition, the base oil viscosity and the concentration of the polymers in the base oil were varied. For inform
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