International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 Experimental study of effect of viscosity of various oil in roller bearing Praveen Sharma*1, Prof. A.K. Jain2 *1 ME IVth sem student, Jabalpur Engg. College Jabalpur (M P) 2 Associate professor, Jabalpur Engg. College Jabalpur (M P) Abstract: This work aims to characterize vibration behavior of roller bearings as a function of lubricant viscosity. Experimental tests were performed in N205 roller bearings, lubricated with mineral oil of three different viscosity grades (ISO 10, 32 and 68). The mechanical vibration was determined through the processing and analysis of bearing radial vibration data, obtained from each of the lubrication conditions, during 2 h of test run for temperature stabilization and under several bearing shaft speeds. The applied radial load was 12% of the bearing nominal load. Through root mean square (RMS) analysis of the vibration signals, it was possible to identify specific frequency bands modulated by the change in lubricant viscosity, which was related to change in oil film thickness. or to the directions of the loads (forces) applied to the parts. The term "bearing" is derived from the verb "to bear"; a bearing being a machine element that allows one part to bear (i.e., to support) another. The simplest bearings are bearing surfaces, cut or formed into a part, with varying degrees of control over the form, size, roughness and location of the surface. Other bearings are separate devices installed into a machine or machine part. 2. Methodology The tested rolling bearings were of N205 type, presenting the geometry shown in Fig. . Key Word- Roller bearing, Vibration, Viscosity, Applied load 1 -Introduction- A bearing is a machine element that constrains relative motion between moving parts to only the desired motion. The design of the bearing may, for example, provide for free linear movement of the moving part or for free rotation around a fixed axis; or, it may prevent a motion by controlling the vectors of normal forces that bear on the moving parts. Bearings are classified broadly according to the type of operation, the motions allowed, ISSN: 2231-5381 Figure 2.1-Roller bearing Mineral oil without additive was used as lubricant. Three different viscosity grades were tested, ISO 10 (V1), ISO 32 (V2) and ISO 68 (V3), with the purpose of obtaining the vibration response related to different lubrication regimes in the bearing element contacts. http://www.ijettjournal.org Page 3606 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 Figure 2.2-Roller bearing with rotating shaft A system with pulleys transmits the power from an electric motor to the bearing shaft. Two ball bearings are used to support the shaft. A frequency inverter controls the shaft speed. Actually, machines have an inherent vibration that characterizes the baseline of their dynamical behavior. The baseline dynamics certainly affects the vibration of any monitored component. observed during the first hour of test and a trend of stabilization in the second hour. This behavior is repetitive for the three tested viscosity grades. According to technical publications of rolling bearings manufacturers , both increase and stabilization of temperature occur with any type of rolling bearing, and the stabilization is due to equilibrium between production and dissipation of heat in the system. Also, it can be observed that, for the studied viscosity grades, oil temperature is proportional to the viscosity degree. This phenomenon is correlated with the friction force that originated from viscous action among the layers in the lubricant film that separates the surfaces in contact. High friction force (high viscosity) is related to high loss of energy in the contact, resulting in high heat generation . V1=ISO10,V1=ISO32,V1=ISO68 Temperature is obtain by digital temperature meter Table 3.1-Oil temperatures Sr.NO. Figure 2.3- RPM is obtain from rpm measurement device 1 2 3 4 5 6 7 8 9 Test time in minute 0 15 30 45 60 75 90 105 120 Oil Temp. of V1 22.2 24.2 29.2 33.8 37.8 40.2 44.2 44.2 44.2 Oil Temp. of V2 24.2 28.2 33.4 36.5 39.2 43.4 46.2 46.2 46.2 Oil Temp. of V3 28.2 32.2 36.2 38.2 42.4 45.3 48.2 48.3 48.3 3. Results and discussion 3.1.-Oil temperature Oil bath temperature as a function of test time, for the three tested viscosities. A gradual increase in temperature can be ISSN: 2231-5381 http://www.ijettjournal.org Page 3607 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 Figure 3.1-Graph between two parameters using V1 Figure 3.2-Graph between two parameters using V2 Figure 3.4-Graph between two parameters using V1, V2 and V3 3.2-Bearing vibration Fig. shows the RMS vibration values of the rolling bearing as a function of test time. Comparing the results in this figure with those in Fig., two main observations can be done. First, it is observed that both temperature and RMS values tend to increase and stabilize with test time. Secondly, vibration level is smaller as oil viscosity degree becomes higher, in contrast to the effect of temperature on oil viscosity. An explanation for this fact is discussed in the next sections, in terms of the tribological condition of the contacts. 3.2.1- Using of V1 W=700N in mid way Diameter of shaft d=25.4mm Eccentricity of C.G.outer surface of bearing ,e=0.02mm Power consumption=One HP Length of shaft L=400mm E=1.96Χ1011 N/m2 Figure 3.3-Graph between two parameters using V3 ISSN: 2231-5381 http://www.ijettjournal.org Page 3608 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 Deflection, δ=WL3/48EI=700Χ0.43Χ64/48Χ(1.9 6Χ1011)π(0.0254)4 r= = =0.813752 = = -4 =7.32Χ10 Amplitude of s=0.03920mm Stiffness of shaft, k= of transvers r= radian/s 3.2.1.1-RPM of shaft N=870 , Obtain from rpm measurement device r= = Test time in minute= 15 minutes = =0.84087 = = Amplitude of vibration , s=0.0482 mm ω=91.06 radian/s 3.2.1.4-RPM of shaft N=965 , Obtain from rpm measurement device r= Test time in minute= 60 minutes =0.78662 ω= = = ω=97.34 radian/s =115.76 r= Test time in minute= 45 minutes ω= ωn ω= , 3.2.1.3-RPM of shaft N=930 , Obtain from rpm measurement device =956031 N/m Natural frequency vibration vibration = = = ω=101.003 radian/s Amplitude s=0.0324mm of vibration , 3.2.1.2-RPM of shaft N=900 , Obtain from rpm measurement device Test time in minute= 30 minutes ω= = ω=94.2 radian/s r= ISSN: 2231-5381 r= r= = =0.87252 = Amplitude of s=0.06378mm = vibration , 3.2.1.5-RPM of shaft N=988, Obtain from rpm measurement device http://www.ijettjournal.org Page 3609 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 Test time in minute= 75 minutes ω= = = = Amplitude s=0.0946mm ω=103.410 radian/s of vibration , 3.2.1.8-RPM of shaft N=1005 , Obtain from rpm measurement device r= r= Test time in minute= 120 minutes =0.8933 ω= = = = = = ω=105.19 radian/s Amplitude of vibration, s=0.07900mm r= 3.2.1.6-RPM of shaft N=1002 , Obtain from rpm measurement device Test time in minute= 90 minutes ω= r= = = =0.9086 = = Amplitude s=0.0946mm ω=104.876 radian/s r= of vibration , 3.2.2- Using of V2 r= W=700N in mid way =0.9059 Diameter of shaft d=25.4mm = = Amplitude s=0.0914mm = of vibration , Eccentricity of C.G.outer surface of bearing ,e=0.02mm Power consumption=One HP 3.2.1.7-RPM of shaft N=1005, Obtain from rpm measurement device Length of shaft L=400mm E=1.96Χ1011 N/m2 Test time in minute= 105 minutes ω= Deflection, δ=WL3/48EI=700Χ0.43Χ64/48Χ(1.9 6Χ1011)π(0.0254)4 = ω=105.19 radian/s r= r= =7.32Χ10-4 Stiffness of shaft, =0.9086 ISSN: 2231-5381 http://www.ijettjournal.org Page 3610 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 k= Amplitude s=0.0147mm =956031 N/m Natural frequency vibration of transvers of vibration , 3.2.2.3-RPM of shaft N=752 , Obtain from rpm measurement device Test time in minute= 45 minutes ω= ωn =115.76 ω=78.70 radian/s radian/s 3.2.2.1-RPM of shaft N=695 , Obtain from rpm measurement device = = ω=72.74 radian/s = of vibration ω=81.74 radian/s r= Test time in minute= 30minutes r= = = Amplitude s=0.0198mm = of vibration , 3.2.2.5-RPM of shaft N=810, Obtain from rpm measurement device r= = =0.7061 = ω=75.46 radian/s r= = , 3.2.2.2-RPM of shaft N=721 , Obtain from rpm measurement device ω= = Test time in minute= 60 minutes = ω= Amplitude s=0.0130mm = 3.2.2.4-RPM of shaft N=781 , Obtain from rpm measurement device =0.6283 = =0.6799 Amplitude of vibration , s=0.0171 mm r= r= r= r= Test time in minute= 15 minutes ω= = =0.6519 = ISSN: 2231-5381 Test time in minute= 75 minutes = ω= http://www.ijettjournal.org = Page 3611 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 ω=84.78radian/s Amplitude of vibration , s=0.00288mm r= r= = 3.2.2.8-RPM of shaft N=850 , Obtain from rpm measurement device =0.732 = Test time in minute= 120minutes = Amplitude of vibration , s=0.0230 mm 3.2.2.6-RPM of shaft N=836 , Obtain from rpm measurement device Test time in minute= 90 minutes ω= ω= = ω=88.966 radian/s r= r= =0.7685 = = = = ω=87.50 radian/s Amplitude of s=0.00288mm r= r= vibration , 3.2.3- Using of V3 =0.7558 W=700N in mid way = = = Diameter of shaft d=25.4mm Amplitude of vibration , s=0.0266mm 3.2.2.7-RPM of shaft N=850, Obtain from rpm measurement device Eccentricity of C.G.outer surface of bearing ,e=0.02mm Power consumption=One HP Length of shaft L=400mm Test time in minute= 105 minutes ω= = E=1.96Χ1011 N/m2 Deflection, δ=WL3/48EI=700Χ0.43Χ64/48Χ(1.9 6Χ1011)π(0.0254)4 ω=88.966 radian/s r= r= = =7.32Χ10-4 Stiffness of shaft, =0.7685 = ISSN: 2231-5381 = k= http://www.ijettjournal.org =956031 N/m Page 3612 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 Natural frequency vibration of transvers 3.2.3.3-RPM of shaft N=582 , Obtain from rpm measurement device Test time in minute= 45minutes ωn ω= =115.76 radian/s ω=60.916 radian/s 3.2.3.1-RPM of shaft N=515 , Obtain from rpm measurement device Test time in minute= 15 minutes ω= r= =0.5262 = = Amplitude of vibration , s=0.0076 mm r= = r= = = ω=53.90 radian/s r= = 3.2.3.4-RPM of shaft N=610 , Obtain from rpm measurement device =0.465 = Test time in minute= 60 minutes ω= = Amplitude of vibration , s=0.005524mm = ω=63.84 radian/s r= 3.2.3.2-RPM of shaft N=545 , Obtain from rpm measurement device r= =0.551 Test time in minute= 30 minutes ω= = = Amplitude of s=0.00872mm ω=57.04 radian/s r= r= = = = vibration , 3.2.3.5-RPM of shaft N=638, Obtain from rpm measurement device =0.492 = Test time in minute= 75 minutes ω= = Amplitude of vibration , s=0.00640mm = ω=66.77radian/s r= ISSN: 2231-5381 http://www.ijettjournal.org Page 3613 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 r= = 3.2.3.8-RPM of shaft N=670 , Obtain from rpm measurement device =0.576 = = Test time in minute= 120 minutes ω= Amplitude of vibration , s=0.00995 mm ω=70.12radian/s 3.2.3.6-RPM of shaft N=650 , Obtain from rpm measurement device r= Test time in minute= 90 minutes ω= r= = = = vibration Table 3.2 Amplitude of vibration, (in mm) , 3.2.3.7-RPM of shaft N=670, Obtain from rpm measurement device Sr.N O. Test time in min ute 1 2 3 4 5 6 7 8 15 30 45 60 75 90 105 120 Test time in minute= 105 minutes = ω=70.12radian/s r= r= = = =0.5877 Amplitude of s=0.01055mm ω= = Amplitude of vibration , s=0.0115mm r= = =0.605 = ω=68.03 radian/s r= = =0.605 = Amplitude s=0.0115mm ISSN: 2231-5381 = of vibration , http://www.ijettjournal.org Amplit ude of vibrati on , (in mm) when use in V1 0.0324 0.0392 0.0482 0.0637 0.0790 0.0914 0.0946 0.0946 Amplitu de of vibratio n,(in mm) when use in V2 Amplit ude of vibrati on ,(in mm) when use in V3 0.0130 0.0147 0.0171 0.0198 0.0230 0.0266 0.0288 0.0288 0.0055 0.0064 0.0076 0.0087 0.0099 0.0105 0.0115 0.0115 Page 3614 International Journal of Engineering Trends and Technology (IJETT) – Volume 4 Issue 8- August 2013 Figure 3.5-Graph between two parameters using V1 Figure 3.6-Graph between two parameters using V2 Figure 3.7-Graph between two parameters using V3 ISSN: 2231-5381 Figure 3.8-Graph between two parameters using V1,V2 and V3 4-Conclusions: Roller bearings were tested in order to verify differences in vibration response when lubricated with different viscosity oils. The vibration behavior was studied in two main frequency bands and by using a tribological parameter (l factor). The main conclusions are: Changes in lubrication regime of roller bearings due to change in oil viscosity grade could be detected by vibration monitoring. In the tests with ISO 32 and ISO 68 viscosity grades, lubrication regime was of full film type. With the ISO 10 grade, lubrication regime was supposed to be very near to that of mixed type. Two main observations can be done. First, it is observed that both temperature and RMS values tend to increase and stabilize with test time. Secondly, vibration level is smaller as oil viscosity degree becomes higher, in contrast to the effect of temperature on oil viscosity. 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