轴承
軸承
축승
BEARING
2014年
9期
1-5
,共5页
张世兵%马伟%李济顺%薛玉君
張世兵%馬偉%李濟順%薛玉君
장세병%마위%리제순%설옥군
角接触球轴承%离心力%陀螺力矩%摩擦因数%接触角%接触载荷
角接觸毬軸承%離心力%陀螺力矩%摩抆因數%接觸角%接觸載荷
각접촉구축승%리심력%타라력구%마찰인수%접촉각%접촉재하
angular contact ball bearing%centrifugal force%gyroscopic torque%friction coefficient%contact angle%con-tact load
通过综合考虑轴承受力、润滑、转速和温升的作用,建立了高速轴承力学模型,并将其与经验公式的计算结果进行对比。结果表明,随着位置角和径向载荷的变化,陀螺力矩发生规律性变化,在180°位置角时钢球所受的接触力最大,陀螺力矩最小;不同位置角下钢球与内、外圈的摩擦因数在0.04~0.12之间变化,随着轴承载荷的增加,摩擦因数逐渐变大;随着转速的增大,考虑离心膨胀作用时的内、外圈接触角比不考虑时要小,而内、外圈接触载荷比不考虑时要大。
通過綜閤攷慮軸承受力、潤滑、轉速和溫升的作用,建立瞭高速軸承力學模型,併將其與經驗公式的計算結果進行對比。結果錶明,隨著位置角和徑嚮載荷的變化,陀螺力矩髮生規律性變化,在180°位置角時鋼毬所受的接觸力最大,陀螺力矩最小;不同位置角下鋼毬與內、外圈的摩抆因數在0.04~0.12之間變化,隨著軸承載荷的增加,摩抆因數逐漸變大;隨著轉速的增大,攷慮離心膨脹作用時的內、外圈接觸角比不攷慮時要小,而內、外圈接觸載荷比不攷慮時要大。
통과종합고필축승수력、윤활、전속화온승적작용,건립료고속축승역학모형,병장기여경험공식적계산결과진행대비。결과표명,수착위치각화경향재하적변화,타라력구발생규률성변화,재180°위치각시강구소수적접촉력최대,타라력구최소;불동위치각하강구여내、외권적마찰인수재0.04~0.12지간변화,수착축승재하적증가,마찰인수축점변대;수착전속적증대,고필리심팽창작용시적내、외권접촉각비불고필시요소,이내、외권접촉재하비불고필시요대。
The mechanical model for high speed bearings is built by comprehensively considering the effect of bearing load,lubrication,rotational speed and temperature rise,then the value of empirical formular is compared with the mod-el.The gyroscopic torque changes regularly with angular position and radial load and the gyroscopic torque and the con-tact force of rolling elements will be the minimum and maximum at azimuth angle 180°respectively.The friction coeffi-cient between rolling elements and inner and outer rings range from 0.04~0.12 at different azimuth angle,which in-creases gradually with the increase of bearing load.With the increase of rotational speed,the inner and outer contact angles are less than those without considering the centrifugal expansion effect,while the contact loads are larger.