CN103967930A - Cylindrical roller bearing with high axial bearing capacity - Google Patents
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Abstract
Description
技术领域 technical field
本发明涉及滚动轴承技术领域,特别涉及一种可用于载重汽车驱动桥主减速器主锥导向支承的高轴向承载能力的圆柱滚子轴承。 The invention relates to the technical field of rolling bearings, in particular to a cylindrical roller bearing with high axial load capacity that can be used for the main cone guide support of the main reducer of the truck drive axle.
背景技术 Background technique
目前,中、重载汽车驱动桥主减速器主锥导向支承轴承一般都采用圆柱滚子轴承,参见图1-图5所示。这种圆柱滚子轴承在设计理论上主要承受径向载荷,不承受轴向载荷。但在实际使用过程中,受到相关零部件的加工、装配精度难于保证和汽车超载、路况差等因素的影响,圆柱滚子轴承往往要承受较大的轴向载荷,导致轴承内圈挡边破裂,轴承损坏,并致使相关零部件损坏,严重影响车辆行驶安全。 At present, cylindrical roller bearings are generally used in the main cone guide support bearings of the main reducer of the drive axle of medium and heavy-duty vehicles, as shown in Figures 1-5. This kind of cylindrical roller bearing mainly bears radial load in design theory, and does not bear axial load. However, in actual use, affected by factors such as the processing and assembly accuracy of related parts, the overload of vehicles, and poor road conditions, cylindrical roller bearings often have to bear large axial loads, resulting in cracking of the ribs of the inner ring of the bearing. , The bearing is damaged, and the related parts are damaged, which seriously affects the driving safety of the vehicle.
发明内容 Contents of the invention
本发明的目的是提供一种用于载重汽车驱动桥主减速器主锥导向支承的高轴向承载能力的圆柱滚子轴承,它通过改变轴承内、外圈与滚子端面接触部位的挡边形状和滚子接触端面形状,改善轴承内、外圈挡边和滚子端面接触区的润滑状况,形成较好的弹性流体动力润滑,从而能够大大提高轴向承载能力,有效防止内圈挡边破裂,降低产品使用的故障率。 The purpose of the present invention is to provide a cylindrical roller bearing with high axial load capacity for the main cone guide support of the main reducer of the drive axle of the truck. Shape and roller contact end face shape, improve the lubrication condition of bearing inner and outer ring ribs and roller end face contact area, form better elastohydrodynamic lubrication, thus can greatly improve axial bearing capacity, effectively prevent inner ring rib Crack, reduce the failure rate of product use.
本发明技术方案如下所述: Technical solution of the present invention is as follows:
一种高轴向承载能力的圆柱滚子轴承,它包括外圈、内圈、夹设于外圈与内圈之间的满装圆柱滚子以及设于内圈和圆柱滚子一侧的平挡圈,其特征在于: A cylindrical roller bearing with high axial load capacity, which includes an outer ring, an inner ring, a full complement cylindrical roller sandwiched between the outer ring and the inner ring, and a flat roller on one side of the inner ring and the cylindrical roller. A retaining ring, characterized in that:
在所述圆柱滚子轴承沿轴线剖切的横截面上,外圈和内圈的挡边均呈微凸的挡边弧线,位于该挡边弧线两端点之间的弦线与所述圆柱滚子轴承沿垂直轴线剖切的纵截面之间具有0°15’~0°30’的挡边倾斜角α,且该挡边弧线与该弦线中点具有2~3μm的最大垂直距离(也称凸度量); On the cross-section of the cylindrical roller bearing cut along the axis, the ribs of the outer ring and the inner ring are slightly convex rib arcs, and the chord line between the two ends of the rib arcs is in line with the The longitudinal sections of cylindrical roller bearings cut along the vertical axis have a rib inclination angle α of 0°15'~0°30', and the arc of the rib and the midpoint of the chord line have a maximum perpendicularity of 2~3μm Distance (also known as convexity);
在所述圆柱滚子轴承沿轴线剖切的横截面上,所述圆柱滚子端面与外圈和内圈的挡边接触的接触部位呈球面线,且该圆柱滚子端面的球面线的实际曲率半径为与挡边弧线相切(由于挡边弧线的凸度量非常微小,计算时已将其近似为直线,即等同于弦线)的滚子端面球面线理论计算曲率半径的90%-95%; On the cross-section of the cylindrical roller bearing cut along the axis, the contact position between the end surface of the cylindrical roller and the ribs of the outer ring and the inner ring is a spherical line, and the actual spherical line of the end surface of the cylindrical roller is The radius of curvature is 90% of the theoretically calculated radius of curvature of the spherical line of the roller end surface that is tangent to the arc of the rib (because the convexity of the arc of the rib is very small, it has been approximated as a straight line during calculation, that is, it is equivalent to the chord line) -95%;
所述滚子端面球面线理论计算曲率半径R的计算公式如下: The calculation formula for the theoretical calculation of the radius of curvature R of the spherical line of the roller end surface is as follows:
R=(Dwe/2-H1)/sinα, R=(D we /2-H 1 )/sinα,
R:滚子端面球面线理论计算曲率半径; R: Radius of curvature theoretically calculated on the spherical line of the roller end surface;
Dwe:圆柱滚子的有效直径; D we : effective diameter of cylindrical roller;
H1:圆柱滚子端面与挡边的接触点至滚道表面径向距离; H 1 : The radial distance from the contact point between the end surface of the cylindrical roller and the rib to the surface of the raceway;
α:挡边倾斜角。 α: rib inclination angle.
所述圆柱滚子端面的球面线的实际曲率半径优选为与挡边弧线相切的滚子端面球面线理论计算曲率半径R的95%。 The actual curvature radius of the spherical line of the end surface of the cylindrical roller is preferably 95% of the theoretically calculated curvature radius R of the spherical line of the roller end surface tangent to the rib arc.
此外,为了进一步增大挡边强度,提高轴向承载能力,本发明上述技术方案还进一步改进如下:所述内圈的挡边弧线与内圈的滚道母线之间取消越程槽,改为直接衔接(即内圈的挡边弧线与内圈的滚道母线之间无越程槽)。 In addition, in order to further increase the strength of the ribs and improve the axial bearing capacity, the above-mentioned technical solution of the present invention is further improved as follows: the overrunning groove is removed between the rib arc of the inner ring and the raceway generatrix of the inner ring, and the It is directly connected (that is, there is no overrun groove between the rib arc of the inner ring and the raceway generatrix of the inner ring).
所述内圈滚道母线、外圈滚道母线和圆柱滚子母线呈相互匹配的对数曲线凸度形状; The inner ring raceway busbar, outer ring raceway busbar and cylindrical roller busbar are in a logarithmic curve convex shape that matches each other;
①所述外圈滚道母线的对数曲线凸度形状的凸度量为4~7μm,对数曲线方程为: ① The convexity of the logarithmic curve convex shape of the outer ring raceway generatrix is 4-7 μm, and the logarithmic curve equation is:
y上限=-2.41ln(1-0.1125×10-3x-16.8×10-3x2+2×10-6x3); y upper limit = -2.41ln(1-0.1125×10 -3 x-16.8×10 -3 x 2 +2×10 -6 x 3 );
y下限=-1.38ln(1-0.1125×10-3x-16.8×10-3x2+2×10-6x3); y lower limit = -1.38ln(1-0.1125×10 -3 x-16.8×10 -3 x 2 +2×10 -6 x 3 );
②所述内圈滚道母线的对数曲线凸度形状的凸度量为4~7μm,对数曲线方程为: ② The convexity of the logarithmic curve convexity shape of the inner ring raceway generatrix is 4-7 μm, and the logarithmic curve equation is:
y上限=-2.41ln(1-0.1125×10-3x-16.8×10-3x2+2×10-6x3); y upper limit = -2.41ln(1-0.1125×10 -3 x-16.8×10 -3 x 2 +2×10 -6 x 3 );
y下限=-1.38ln(1-0.1125×10-3x-16.8×10-3x2+2×10-6x3); y lower limit = -1.38ln(1-0.1125×10 -3 x-16.8×10 -3 x 2 +2×10 -6 x 3 );
③所述圆柱滚子母线的对数曲线凸度形状的凸度量为5~8μm,对数曲线方程为: ③ The logarithmic curve convexity shape of the cylindrical roller generatrix has a convexity of 5-8 μm, and the logarithmic curve equation is:
y上限=-2.31ln(1-0.1125×10-3x-17.22×10-3x2+2×10-6x3); y upper limit = -2.31ln(1-0.1125×10 -3 x-17.22×10 -3 x 2 +2×10 -6 x 3 );
y下限=-1.445ln(1-0.1125×10-3x-17.22×10-3x2+2×10-6x3)。 Lower limit of y=-1.445ln (1-0.1125×10 −3 x−17.22×10 −3 x 2 +2×10 −6 x 3 ).
较之现有技术而言,本发明具有以下优点: Compared with the prior art, the present invention has the following advantages:
1、本发明的圆柱滚子轴承在其外形尺寸不改变现有技术轴承的情况下,将圆柱滚子轴承内、外圈挡边由原来的直挡边改为带有一定倾斜角度的微凸弧形 挡边,并将与之接触的滚子端面改为球面,在所述圆柱滚子轴承沿轴线剖切的横截面上,所述圆柱滚子端面与外圈和内圈的挡边接触的接触部位呈球面线,且该圆柱滚子端面的球面线的实际曲率半径为与挡边弧线相切的滚子端面球面线理论计算曲率半径的90%-95%,从而改善了轴承内、外圈挡边和滚子端面接触区的润滑状况,形成较好的弹性流体动力润滑,能够提高轴向承载能力,有效防止内圈挡边破裂。与现有技术轴承相比,本发明在满足了汽车安装要求的前提下,轴向承载能力提高3倍。 1. In the cylindrical roller bearing of the present invention, under the condition that the outer dimension of the cylindrical roller bearing does not change the bearing of the prior art, the inner and outer ring ribs of the cylindrical roller bearing are changed from the original straight ribs to slightly convex ribs with a certain inclination angle. Arc-shaped ribs, and the end faces of the rollers in contact with it are changed to spherical surfaces. On the cross-section of the cylindrical roller bearing cut along the axis, the end faces of the cylindrical rollers are in contact with the ribs of the outer ring and the inner ring The contact part of the cylindrical roller is a spherical line, and the actual curvature radius of the spherical line of the end surface of the cylindrical roller is 90%-95% of the theoretically calculated curvature radius of the spherical line of the roller end surface tangent to the arc of the rib, thus improving the inner bearing. , The lubrication condition of the outer ring rib and the contact area of the roller end surface forms better elastohydrodynamic lubrication, which can improve the axial bearing capacity and effectively prevent the inner ring rib from breaking. Compared with the prior art bearing, the present invention can increase the axial bearing capacity by 3 times under the premise of meeting the installation requirements of automobiles.
2、本发明的圆柱滚子轴承取消原有的内圈越程槽结构改为无越程槽结构,从而使挡边有效宽度增加21%(如图4和图10对比,挡边有效宽度由图4的3.3mm增加至图10的4.0mm),增大了挡边强度,提高了轴向承载能力;同时能够消除越程槽处存在的较大应力,防止轴承受外力冲击、碰撞时,使内圈挡边破裂。 2. The cylindrical roller bearing of the present invention cancels the original inner ring overtravel groove structure and changes it to a non-overtravel groove structure, thereby increasing the effective width of the rib by 21% (as shown in Figure 4 and Figure 10, the effective width of the rib is given by The 3.3mm in Figure 4 is increased to 4.0mm in Figure 10), which increases the strength of the rib and improves the axial bearing capacity; at the same time, it can eliminate the large stress at the overtravel groove and prevent the bearing from being impacted or collided by external forces. Crack the inner ring rib.
3、本发明的圆柱滚子轴承内圈滚道母线、外圈滚道母线及滚子母线由原有的直线改为呈相互匹配的对数曲线凸度形状,从而可消除“边缘应力”,提高轴承疲劳寿命。 3. The inner ring raceway busbar, the outer ring raceway busbar and the roller busbar of the cylindrical roller bearing of the present invention are changed from the original straight line to a logarithmic curve convex shape that matches each other, so that the "edge stress" can be eliminated, Improve bearing fatigue life.
4、实验证明,使用本发明的圆柱滚子轴承降低了故障率92.6%,能够有效地满足用户的使用要求。 4. The experiment proves that the use of the cylindrical roller bearing of the present invention reduces the failure rate by 92.6%, and can effectively meet the requirements of users.
附图说明 Description of drawings
图1是现有技术的圆柱滚子轴承的剖视图; Fig. 1 is a cross-sectional view of a cylindrical roller bearing of the prior art;
图2是现有技术的圆柱滚子轴承的外圈零件图; Fig. 2 is a diagram of parts of the outer ring of a cylindrical roller bearing in the prior art;
图3是现有技术的圆柱滚子轴承的内圈零件图; Fig. 3 is a part diagram of the inner ring of the cylindrical roller bearing of the prior art;
图4是现有技术的圆柱滚子轴承的内圈挡边局部视图; Fig. 4 is a partial view of an inner ring rib of a cylindrical roller bearing in the prior art;
图5是现有技术的圆柱滚子轴承的圆柱滚子零件图; Fig. 5 is a cylindrical roller part diagram of a cylindrical roller bearing in the prior art;
图6是本发明的圆柱滚子轴承的剖视图; Fig. 6 is a sectional view of the cylindrical roller bearing of the present invention;
图7是本发明的圆柱滚子轴承的内圈挡边与圆柱滚子端面接触示意图; Fig. 7 is a schematic diagram of the contact between the rib of the inner ring of the cylindrical roller bearing of the present invention and the end face of the cylindrical roller;
图8是本发明的圆柱滚子轴承的外圈零件图; Fig. 8 is a part diagram of the outer ring of the cylindrical roller bearing of the present invention;
图9是本发明的圆柱滚子轴承的内圈零件图; Fig. 9 is a part diagram of the inner ring of the cylindrical roller bearing of the present invention;
图10是本发明的圆柱滚子轴承的内圈挡边局部视图; Fig. 10 is a partial view of the rib of the inner ring of the cylindrical roller bearing of the present invention;
图11是本发明的圆柱滚子轴承的圆柱滚子零件图; Fig. 11 is a cylindrical roller part diagram of the cylindrical roller bearing of the present invention;
图12是本发明用于计算滚子端面球面线理论计算曲率半径R的示意图。 Fig. 12 is a schematic diagram of the present invention for calculating the theoretically calculated curvature radius R of the spherical line of the end surface of the roller.
图中标号说明: Explanation of symbols in the figure:
1-外圈、2-内圈、3-圆柱滚子、4-平挡圈; 1-outer ring, 2-inner ring, 3-cylindrical roller, 4-flat retaining ring;
2-1:外圈和内圈的挡边弧线; 2-1: The rib arc of the outer ring and inner ring;
2-2:外圈和内圈的挡边弧线两端点之间的弦线; 2-2: The chord line between the two ends of the rib arc of the outer ring and the inner ring;
3-1:圆柱滚子端面与外圈和内圈的挡边接触的接触部位球面线。 3-1: Spherical line of the contact part where the end face of the cylindrical roller contacts the ribs of the outer ring and the inner ring.
具体实施方式 Detailed ways
下面结合说明书附图和具体实施例对本发明内容进行详细说明: The content of the present invention will be described in detail below in conjunction with the accompanying drawings and specific embodiments of the description:
实施例1 Example 1
如图6-图11所示: As shown in Figure 6-Figure 11:
为本发明提供的一种高轴向承载能力的圆柱滚子轴承,它包括外圈1、内圈2、夹设于外圈1与内圈2之间的满装圆柱滚子3以及设于内圈2和圆柱滚子3一侧的平挡圈4,其特征在于: A cylindrical roller bearing with high axial load capacity provided by the present invention comprises an outer ring 1, an inner ring 2, a full complement of cylindrical rollers 3 interposed between the outer ring 1 and the inner ring 2, and a The flat retaining ring 4 on the side of the inner ring 2 and the cylindrical roller 3 is characterized in that:
在所述圆柱滚子轴承沿轴线剖切的横截面上,外圈1和内圈2的挡边均呈微凸的挡边弧线2-1,位于该挡边弧线2-1两端点之间的弦线2-2与所述圆柱滚子轴承沿垂直轴线剖切的纵截面之间具有0°15’~0°30’的挡边倾斜角α,且该挡边弧线2-1与该弦线2-2中点具有2~3μm的最大垂直距离(也称凸度量); On the cross-section of the cylindrical roller bearing cut along the axis, the ribs of the outer ring 1 and the inner ring 2 are slightly convex rib arcs 2-1, located at the two ends of the rib arcs 2-1 There is a rib inclination angle α of 0°15'~0°30' between the chord line 2-2 and the longitudinal section of the cylindrical roller bearing taken along the vertical axis, and the rib arc line 2- 1 and the midpoint of the string 2-2 have a maximum vertical distance of 2-3 μm (also called convexity);
在所述圆柱滚子轴承沿轴线剖切的横截面上,所述圆柱滚子3端面与外圈1和内圈2的挡边接触的接触部位呈球面线,且该圆柱滚子3端面的球面线的实际曲率半径为与挡边弧线2-1相切的滚子端面球面线理论计算曲率半径的90%-95%;优选为95%。即按照常规的设计为928mm,现可参考采用881mm,但本发明并不局限于该尺寸。 On the cross-section of the cylindrical roller bearing cut along the axis, the contact position between the end surface of the cylindrical roller 3 and the ribs of the outer ring 1 and inner ring 2 is a spherical line, and the end surface of the cylindrical roller 3 The actual curvature radius of the spherical line is 90%-95% of the theoretically calculated curvature radius of the roller end surface spherical line tangent to the rib arc 2-1; preferably 95%. That is, it is 928mm according to the conventional design, and 881mm can be used for reference now, but the present invention is not limited to this size.
参见图12所示,所述滚子端面球面线理论计算曲率半径R的计算公式如下: Referring to Fig. 12, the calculation formula for the theoretical calculation of the radius of curvature R of the spherical line of the roller end surface is as follows:
R=(Dwe/2-H1)/sinα, R=(D we /2-H 1 )/sinα,
R:滚子端面球面线理论计算曲率半径; R: Radius of curvature theoretically calculated on the spherical line of the roller end surface;
Dwe:圆柱滚子3的有效直径; D we : effective diameter of cylindrical roller 3;
H1:圆柱滚子3端面与挡边的接触点至滚道表面径向距离; H 1 : the radial distance from the contact point between the end surface of the cylindrical roller 3 and the rib to the surface of the raceway;
α:挡边倾斜角。 α: rib inclination angle.
所述内圈2的挡边弧线2-1与内圈2的滚道母线直接衔接,即两者之间无越程槽结构。 The rib arc 2-1 of the inner ring 2 is directly connected to the raceway generatrix of the inner ring 2, that is, there is no overtravel groove structure between the two.
所述内圈2滚道母线、外圈1滚道母线和圆柱滚子3母线呈相互匹配的对数曲线凸度形状; The 2 raceway busbars of the inner ring, the 1 raceway busbar of the outer ring and the 3rd cylindrical roller busbar are in a logarithmic convex shape that matches each other;
①所述外圈1滚道母线的对数曲线凸度形状的凸度量为4~7μm,对数曲线方程为: ① The convexity of the logarithmic curve convex shape of the outer ring 1 raceway busbar is 4-7 μm, and the logarithmic curve equation is:
y上限=-2.41ln(1-0.1125×10-3x-16.8×10-3x2+2×10-6x3); y upper limit = -2.41ln(1-0.1125×10 -3 x-16.8×10 -3 x 2 +2×10 -6 x 3 );
y下限=-1.38ln(1-0.1125×10-3x-16.8×10-3x2+2×10-6x3); y lower limit = -1.38ln(1-0.1125×10 -3 x-16.8×10 -3 x 2 +2×10 -6 x 3 );
②所述内圈2滚道母线的对数曲线凸度形状的凸度量为4~7μm,对数曲线方程为: ② The logarithmic curve convexity shape of the inner ring 2 raceway generatrix has a convexity of 4-7 μm, and the logarithmic curve equation is:
y上限=-2.41ln(1-0.1125×10-3x-16.8×10-3x2+2×10-6x3); y upper limit = -2.41ln(1-0.1125×10 -3 x-16.8×10 -3 x 2 +2×10 -6 x 3 );
y下限=-1.38ln(1-0.1125×10-3x-16.8×10-3x2+2×10-6x3); y lower limit = -1.38ln(1-0.1125×10 -3 x-16.8×10 -3 x 2 +2×10 -6 x 3 );
③所述圆柱滚子3母线的对数曲线凸度形状的凸度量为5~8μm,对数曲线方程为: ③ The convexity of the logarithmic curve convex shape of the 3 generatrices of the cylindrical roller is 5-8 μm, and the logarithmic curve equation is:
y上限=-2.31ln(1-0.1125×10-3x-17.22×10-3x2+2×10-6x3); y upper limit = -2.31ln(1-0.1125×10 -3 x-17.22×10 -3 x 2 +2×10 -6 x 3 );
y下限=-1.445ln(1-0.1125×10-3x-17.22×10-3x2+2×10-6x3)。 Lower limit of y=-1.445ln (1-0.1125×10 −3 x−17.22×10 −3 x 2 +2×10 −6 x 3 ).
上述具体实施方式只是对本发明的技术方案进行详细解释,本发明并不只仅仅局限于上述实施例,本领域技术人员应该明白,凡是依据上述原理及精神在本发明基础上的改进、替代,都应在本发明的保护范围之内。 The above-mentioned specific implementation is only a detailed explanation of the technical solutions of the present invention, and the present invention is not limited to the above-mentioned embodiments. Those skilled in the art should understand that all improvements and substitutions based on the above-mentioned principles and spirits on the basis of the present invention should be Within the protection scope of the present invention.
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CN104930053A (en) * | 2015-05-29 | 2015-09-23 | 浙江天马轴承有限公司 | Cylindrical roller bearing |
CN112524150A (en) * | 2020-12-18 | 2021-03-19 | 杭州新坐标科技股份有限公司 | Rocker bearing capable of reducing friction loss |
CN113464550A (en) * | 2021-08-06 | 2021-10-01 | 中车大连机车研究所有限公司 | Double-row cylindrical roller bearing for urban rail transit axle box |
CN113503321A (en) * | 2021-08-06 | 2021-10-15 | 中车大连机车研究所有限公司 | Cylindrical roller bearing for urban rail transit gear box |
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Denomination of invention: Cylindrical roller bearings with high axial load-bearing capacity Granted publication date: 20160622 Pledgee: Industrial Bank Limited by Share Ltd. Yongan branch Pledgor: FUJIAN YONGAN BEARING Co.,Ltd. Registration number: Y2025980002448 |