机械制造与自动化
機械製造與自動化
궤계제조여자동화
JIANGSU MACHINE BUILDING & AUTOMATION
2014年
2期
139-143
,共5页
UG%减振弹簧%有限元%刚度%疲劳强度
UG%減振彈簧%有限元%剛度%疲勞彊度
UG%감진탄황%유한원%강도%피로강도
UG%damping spring%finite element%stiffness%fatigue strength
在理论计算的基础上,采用UG软件建立减振弹簧模型,结合理论值对弹簧模型进行有限元分析,从分析结果可知:模型刚度有限元分析结果与理论计算值基本一致;对弹簧的疲劳强度分析可知,理论疲劳安全系数与有限元分析结果基本相等,模型的强度足够;弹簧静强度安全系数为1.42,静强度合格;弹簧最小固有频率大于振动机振动频率,故弹簧不会发生共振。
在理論計算的基礎上,採用UG軟件建立減振彈簧模型,結閤理論值對彈簧模型進行有限元分析,從分析結果可知:模型剛度有限元分析結果與理論計算值基本一緻;對彈簧的疲勞彊度分析可知,理論疲勞安全繫數與有限元分析結果基本相等,模型的彊度足夠;彈簧靜彊度安全繫數為1.42,靜彊度閤格;彈簧最小固有頻率大于振動機振動頻率,故彈簧不會髮生共振。
재이론계산적기출상,채용UG연건건립감진탄황모형,결합이론치대탄황모형진행유한원분석,종분석결과가지:모형강도유한원분석결과여이론계산치기본일치;대탄황적피로강도분석가지,이론피로안전계수여유한원분석결과기본상등,모형적강도족구;탄황정강도안전계수위1.42,정강도합격;탄황최소고유빈솔대우진동궤진동빈솔,고탄황불회발생공진。
The model of damping spring is built by UG software on the basis of theoretical calculation, and the finite element analysis of damping spring is processed, in combination with the theoretical values. In analysis result, it can be found out that the theoretical value of the model stiffness is the same with that of the finite element analysis;the theoretical fatigue safety factor is basical y identi-cal with that of the finite element analysis, and the model strength is enough;the static strength safety factor of the spring is 1.42, which meets the requirement of the static strength; the smal est natural frequency of the damping spring is bigger than the vibration frequency of the vibrating machine, so the spring does not resonate at a certain frequency.