机械制造与自动化
機械製造與自動化
궤계제조여자동화
JIANGSU MACHINE BUILDING & AUTOMATION
2014年
6期
158-160
,共3页
金属橡胶%干摩擦%阻尼%力学模型
金屬橡膠%榦摩抆%阻尼%力學模型
금속상효%간마찰%조니%역학모형
metal ic rubber%dry-friction%damping%mechanical model
金属橡胶材料干摩擦阻尼、非线性刚度的产生机理是一个较为复杂的问题,其内部存在大量的干摩擦接触,通过螺旋型金属丝相互摩擦接触来损耗振动能量。干摩擦阻尼与物体表面的微观结构密切相关,从微观角度分析了金属橡胶材料干摩擦阻尼的产生机理,欲准确地揭示干摩擦阻尼的减振规律,还必须正确的提出描述干摩擦规律的数学模型。由于金属橡胶客观存在不光滑的非线性泛函本构关系,使得含有干摩擦环节的金属橡胶结构的响应计算问题非常困难。介绍了关于两固体接触表面间的干摩擦问题的四种数学模型,即Sgn摩擦模型、滞迟模型、动态系统中干摩擦力的数值计算模型、三次非线性粘性阻尼双线性滞迟模型,这四种模型为后人在该领域的继续研究奠定了坚实的理论基础。
金屬橡膠材料榦摩抆阻尼、非線性剛度的產生機理是一箇較為複雜的問題,其內部存在大量的榦摩抆接觸,通過螺鏇型金屬絲相互摩抆接觸來損耗振動能量。榦摩抆阻尼與物體錶麵的微觀結構密切相關,從微觀角度分析瞭金屬橡膠材料榦摩抆阻尼的產生機理,欲準確地揭示榦摩抆阻尼的減振規律,還必鬚正確的提齣描述榦摩抆規律的數學模型。由于金屬橡膠客觀存在不光滑的非線性汎函本構關繫,使得含有榦摩抆環節的金屬橡膠結構的響應計算問題非常睏難。介紹瞭關于兩固體接觸錶麵間的榦摩抆問題的四種數學模型,即Sgn摩抆模型、滯遲模型、動態繫統中榦摩抆力的數值計算模型、三次非線性粘性阻尼雙線性滯遲模型,這四種模型為後人在該領域的繼續研究奠定瞭堅實的理論基礎。
금속상효재료간마찰조니、비선성강도적산생궤리시일개교위복잡적문제,기내부존재대량적간마찰접촉,통과라선형금속사상호마찰접촉래손모진동능량。간마찰조니여물체표면적미관결구밀절상관,종미관각도분석료금속상효재료간마찰조니적산생궤리,욕준학지게시간마찰조니적감진규률,환필수정학적제출묘술간마찰규률적수학모형。유우금속상효객관존재불광활적비선성범함본구관계,사득함유간마찰배절적금속상효결구적향응계산문제비상곤난。개소료관우량고체접촉표면간적간마찰문제적사충수학모형,즉Sgn마찰모형、체지모형、동태계통중간마찰력적수치계산모형、삼차비선성점성조니쌍선성체지모형,저사충모형위후인재해영역적계속연구전정료견실적이론기출。
Mechanism of dry-friction damping and nonlinear stiffness for metal ic rubber is a more complex problem. Lots of dry-fric-tion contact exist inside the material. Lots of vibration energy is dissipated by the friction and contact between spiral metal wires. The dry-friction damping is closely related to microstructure of object surface. In the paper, the mechanism of the dry-friction damp-ing for the metal ic rubber is analyzed from microcosmic point of view. In order to show vibration-reduced regularity of dry-friction damping, mathematics models, describing dry-friction regularity, must be put forward correctly. Because of non-smooth nonlinear constitutive relationship of the metal ic rubber, it is difficult to compute response of metal ic rubber structure with dry-friction seg-ment. In this paper, four mathematics models for dry-friction problem between two solid surfaces are introduced, that is, Sgn fric-tion model, hysteresis model, numerical calculation model of dry-friction inside dynamic system, three nonlinear viscous damped bilinear hysteretic model. The four mathematics models lay a solid foundation for further study of later generations in the field of me-tal ic rubber.