Factors affecting bearing life and control

1. Material factors affecting bearing life

The early failure modes of rolling bearings mainly include cracking, plastic deformation, wear, corrosion and fatigue. Under normal conditions, they are mainly contact fatigue. In addition to the service conditions, the failure of bearing parts is mainly limited by the hardness, strength, toughness, wear resistance, corrosion resistance and internal stress state of the steel. The main intrinsic factors that affect these performance and status are as follows.

1.1, martensite in hardened steel

When the original structure of high carbon chromium steel is granular pearlite, the carbon content of quenching martensite under quenching and low temperature tempering obviously affects the mechanical properties of steel. The strength and toughness are about 0.5%, the contact fatigue life is about 0.55%, and the crush resistance is about 0.42%. When the carbon content of the quenched martensite of GCr15 steel is 0.5% to 0.56%, the anti-failure ability is the strongest. Comprehensive mechanical properties.

It should be noted that the martensite obtained in this case is cryptocrystalline martensite, and the measured carbon content is the average carbon content. In fact, the carbon content in the martensite is not uniform in the micro-region, and the carbon concentration around the carbide is higher than that away from the original ferrite portion of the carbide, so that the temperature at which they begin to undergo martensite transformation is different. Thereby, the growth of the martensite grains and the display of the microscopic morphology are suppressed to become cryptocrystalline martensite. It can avoid the microcracks that are prone to occur in the quenching of high carbon steel, and its substructure is dislocation-type lath martensite with high strength and toughness. Therefore, only when the medium carbon cryptocrystalline martensite is obtained when the high carbon steel is quenched, the bearing parts can obtain the substrate with the best failure resistance.

1.2. Retained austenite in hardened steel

High carbon chromium steel may contain 8% to 20% Ar (residual austenite) after normal quenching. The Ar in the bearing parts has its advantages and disadvantages. In order to eliminate the disadvantages, the Ar content should be appropriate. Since the amount of Ar is mainly related to the austenitizing condition of quenching heating, how much it affects the carbon content of quenched martensite and the amount of undissolved carbide, it is difficult to correctly reflect the influence of Ar amount on mechanical properties. For this reason, the austenitic conditions were fixed and the austenite thermal stabilization treatment process was used to obtain different amounts of Ar. The influence of Ar content on the hardness and contact fatigue life of GCr15 steel after quenching and low temperature tempering was studied. With the increase of austenite content, the hardness and contact fatigue life increase, and then decrease with the peak value, but the peak Ar content is different, the hardness peak appears at about 17% Ar, and the contact fatigue life The peak appears around 9%. When the test load is reduced, the influence of the increase in the amount of Ar on the contact fatigue life is reduced. This is because when the amount of Ar is small, the effect on the strength reduction is small, and the effect of toughening is more obvious. The reason is that when the load is small, a small amount of deformation of Ar occurs, which reduces the stress peak and strengthens the deformed Ar processing strengthening and the stress strain induced martensite transformation. However, if the load is large, the large plastic deformation of Ar and the base will locally generate stress concentration and rupture, thereby reducing the life. It should be noted that the beneficial effect of Ar must be under the stable state of Ar. If it is spontaneously transformed into martensite, the toughness of the steel will be drastically reduced and embrittled.

1.3. Undissolved carbides in hardened steel

The quantity, morphology, size and distribution of undissolved carbides in hardened steel are affected by the chemical composition of steel and the original structure before quenching, and by the austenitizing conditions. The undissolved carbides are related to bearing life. There are fewer impact studies. Carbide is a hard and brittle phase. In addition to its good wear resistance, the load will cause stress (especially that the carbide is non-spherical) and the matrix will cause stress concentration, which will reduce the toughness and fatigue resistance. In addition to its own influence on the properties of steel, quenched undissolved carbides also affect the carbon content and Ar content and distribution of the quenched martensite, which has an additional effect on the properties of the steel. In order to reveal the effect of undissolved carbide on the properties, steels with different carbon contents are used. After quenching, the martensite has the same carbon content and Ar content and the undissolved carbide content is different. After tempering at 150 °C, Since martensite has the same carbon content and high hardness, a small increase in undissolved carbide has little increase in hardness, and a crush load reflecting strength and toughness is reduced, and contact fatigue life sensitive to stress concentration is Obvious reduction. Therefore, excessive quenching of undissolved carbide is detrimental to the overall mechanical properties and failure resistance of the steel. Properly reducing the carbon content of bearing steel is one of the ways to improve the service life of parts.

In addition to the influence of the amount of quenched undissolved carbide on the material properties, the size, morphology and distribution also have an effect on the material properties. In order to avoid the harm of undissolved carbides in the bearing steel, it is required that the amount of undissolved carbides is small (small quantity), small (small size), uniform (small difference between the sizes, and evenly distributed), round (each carbide is present) spherical). It should be noted that it is necessary to have a small amount of undissolved carbide after quenching of the bearing steel, which not only maintains sufficient wear resistance, but also is a necessary condition for obtaining fine-grained cryptocrystalline martensite.

1.4, residual stress after quenching and tempering

After quenching and low temperature tempering, the bearing parts still have large internal stress. The residual internal stress in the part has two advantages and disadvantages. After the heat treatment of the steel, the fatigue strength of the steel increases with the increase of the surface residual compressive stress. On the contrary, when the residual internal stress is the tensile stress, the fatigue strength of the steel is lowered. This is because the fatigue failure of the part occurs when subjected to excessive tensile stress. When the surface has large compressive stress, it will offset the tensile stress of the same value, and the actual tensile stress of the steel will be reduced to make the fatigue strength. When the limit value is increased, when the surface has a large tensile stress, it will be superimposed with the tensile stress load, so that the actual tensile stress of the steel is significantly increased, even if the fatigue strength limit value is lowered. Therefore, the residual compressive stress on the surface of the bearing parts after quenching and tempering is also one of the measures to improve the service life (of course, excessive residual stress may cause deformation or even cracking of the parts, and sufficient attention should be paid).

1.5, the impurity content of steel

Impurities in steel include non-metallic inclusions and harmful elements (acid-soluble). Their hazards to steel properties are often mutually reinforcing. For example, the higher the oxygen content, the more oxide inclusions. The effect of impurities in steel on mechanical properties and failure resistance of the part is related to the type, nature, quantity, size and shape of the impurities, but generally has the effect of reducing toughness, plasticity and fatigue life.

As the size of the inclusions increases, the fatigue strength decreases, and the higher the tensile strength of the steel, the greater the tendency to decrease. The oxygen content in the steel is increased (increased oxide inclusions), and the bending fatigue and contact fatigue life are also reduced under high stress. Therefore, it is necessary to reduce the oxygen content of the steel for manufacturing for bearing parts that work under high stress. Some studies have shown that MnS inclusions in steel are ellipsoidal in shape and can enclose oxide inclusions that are more harmful, so they have little or even beneficial effect on fatigue life reduction, so they can be controlled from a wide range.
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Bearing size selection

Determine bearing size parameters

    In many cases, the inner bore size of the bearing has been specifically defined by the construction of the machine or device. Regardless of the working life, the static load safety factor and the economy are all required, the size calculation must be carried out before the final selection of the remaining dimensions and structural form of the bearing. This calculation involves comparing the actual bearing load to its load capacity. The static load of a rolling bearing means that the bearing is stationary after loading (no relative movement between the inner and outer rings) or the rotation speed is very low. In this case, the safety factor of excessive plastic deformation of the raceway and the rolling element is calculated. Most of the bearings are subjected to dynamic loads, the inner and outer rings are relatively moved, and the dimensional calculations check the safety factors of early rolling damage of rolling raceways and rolling elements. Nominal life calculations are performed on the actual achievable working life according to DIN ISO 281 only in special cases. For economic performance-oriented designs, the bearing capacity of the bearing should be utilized as fully as possible. To make full use of the bearings, the more accurate the calculation of the bearing size is.

    Static load bearing

    Calculating the static load safety factor Fs helps determine if the selected bearing has sufficient static load rating. FS =CO/PO FS static load safety factor, CO rated static load [KN], PO equivalent static load [KN] Static load safety factor FS is a safety factor to prevent permanent deformation of the rolling parts contact area. For bearings that must run smoothly and have extremely low noise, the value of FS is required to be high; in the case of medium running noise, a smaller FS can be used; the following values ​​are generally recommended: FS=1.5~2.5 for low noise level FS =1.0~1.5 is suitable for conventional noise level FS=0.7~1.0 for medium noise level. Static load rating CO[KN] is listed in the table for each type of bearing. The load (radial force for radial bearings and axial force for thrust bearings), the theoretical pressure generated at the center of the rolling element and raceway contact area is: -4600 N/MM2 self-aligning Ball bearing-4200 N/MM2 Other ball bearings-4000 N/MM2 All roller bearings have a total plastic deformation amount at the maximum load-bearing part of the rolling element and raceway contact area under the action of static static load CO. It is one ten thousandth of the diameter of the rolling element. The equivalent static load PO[KN] is a theoretical value, which is a radial force for a radial bearing and an axial and centripetal force for a thrust bearing. The stress generated by the PO at the center of the maximum load-bearing contact area of ​​the rolling elements and raceways is the same as the stress generated by the actual load combination. PO=XO*F r+Ys*Fa[KN] where PO equivalent static load, Fr radial load, Fa axial load, unit is kilonewton, XO radial coefficient, YO axial coefficient.

    Dynamic load bearing

    The basis for the calculation of the dynamic load bearing standard method specified in DIN ISO 281 is material fatigue failure (pits), and the life calculation formula is: L10=L=(C/P)P [106 rpm] where L10=L nominal rating life [106 rpm] C rated dynamic load [KN] P equivalent dynamic load [KN] P life index L10 is the nominal rated life in units of 1 million revolutions [106 rpm] C rated dynamic load [KN] P life index L10 is The nominal rated life of 1 million rpm. For a large group of bearings of the same type, 90% of them should meet or exceed this value. The rated dynamic load C [KN] can be found in the parameter table of each type of bearing. Under this load, the bearing can reach the rated life of 1 million revolutions. The equivalent dynamic load P [KN] is a theoretical value, which is a radial force for a radial bearing and an axial force for a thrust bearing. Its direction and size are constant. The bearing life under the equivalent dynamic load is the same as the actual load. P=X*Fr+Y*Fa where: P equivalent dynamic load, Fr radial load, Fa axial load, unit is kilonewton, X radial coefficient, Y axial coefficient. The X, Y value and equivalent dynamic load calculation basis for different types of bearings can be found in the tables and prefaces of various types of bearings. The life index P of a ball bearing and a roller bearing is different. For ball bearings, P=3 for roller bearings, P=10/3

    Variable load and variable speed

    If the value and speed of the dynamic load of the bearing changes with time, then there must be a corresponding consideration when calculating the equivalent load. Continuous load and speed curves are replaced by piecewise approximations. The formula for calculating the equivalent dynamic load becomes:

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    Minimum load of rolling bearings

    Too small a load and insufficient lubrication can cause the rolling elements to slip and cause bearing damage. The minimum load factor of the cage bearing is P/C=0.02, and the minimum load factor of the full bearing is P/C=0.04 (P is the equivalent dynamic load and C is the rated dynamic load)

    Bearing accuracy and grade

    The accuracy of the rolling bearing is divided into (main) dimensional accuracy and rotation accuracy. The accuracy level has been standardized and is divided into five levels: P0, P6, P5, P4, and P2.
 
    The accuracy is increased from the 0th level in order, and is sufficient for the general purpose 0 level, but when used in the conditions or occasions shown in Table 1, an accuracy of 5 steps or higher is required.

    Although the above accuracy level is based on the ISO standard, its name is different in national standards.
    Table 2 lists the accuracy levels applicable to the various bearing types and the comparison between national standards. Dimensional accuracy (items related to shaft and housing installation)
    1. Allowable deviation of inner diameter, outer diameter, width and assembly width
    2. Allowable deviation of the diameter of the compound circle and the diameter of the outer complex circle in the roller group
    3, the allowable limit value of the chamfer size
    4. Allowable variation of width Rotation accuracy (item related to the rotation of the rotating body)
     1. Allowable radial runout and axial runout of the inner and outer rings
     2, the inner ring allows lateral runout
     3. Allowable variation of the inclination of the outer diameter surface
     4. Allowable variation of the thickness of the thrust bearing raceway
     5. Allowable deviation and allowable variation of tapered bore
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