橡胶弹性元件低温刚度预测

丁智平1,穆龙海1,卜继玲2,黄友剑2,曾家兴1

振动与冲击 ›› 2017, Vol. 36 ›› Issue (14) : 66-70.

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PDF(995 KB)
振动与冲击 ›› 2017, Vol. 36 ›› Issue (14) : 66-70.
论文

橡胶弹性元件低温刚度预测

  • 丁智平1,穆龙海1,卜继玲2,黄友剑2,曾家兴1
作者信息 +

Stiffness Prediction of Rubber Spring at Lower Temperature

  • DING Zhiping1,MU Longhai1, PU Jiling2,HUANG Youjian2, ZENG Jiaxin1
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文章历史 +

摘要

进行温度为20℃, 0℃, -10℃, -20℃, -30℃ -40 ℃的橡胶试样单轴拉伸试验,研究不同应变水平下橡胶材料本构曲线的割线模量随温度变化的规律。定义橡胶试样在低温下本构曲线的割线模量与常温下的割线模量之比为橡胶材料的温度因子,将其表示为多项式函数的形式,并利用橡胶试样拉伸实验数据拟合得到不同应变水平下的温度因子。对锥形橡胶弹簧进行常温下的刚度仿真,通过温度因子对锥形簧常温下的刚度进行修正,预测其在低温下的刚度,并进行锥形簧产品在常温和低温下的刚度台架试验,结果表明环境温度高于-20℃时,预测刚度误差小于8%,满足工程使用要求,但是当环境温度低于-30℃时预测刚度误差较大。

Abstract

Uniaxial tensile tests were conducted on rubber at 20℃, 0℃, -10℃, -20℃, -30℃ and -40℃ and the law of secant modulus of the rubber material’s constitutive curve with temperature variation was studied under different strain levels. The temperature factor is defined by the ratio of secant modulus of rubber specimen’s stress-strain curve at low temperature and that at room temperature. It is expressed as a polynomial function and the temperature factors under different strain levels were obtained by fitting rubber specimen tensile test data. The conical spring stiffness at room temperature was simulated and then modified by the temperature factors to predict the stiffness of cone-shape spring at low temperature. The stiffness bench tests of products at room temperature and low temperature were carried out, and results showed that the predicted stiffness was within 8% in meeting the project requirements when the ambient temperature higher than-20 ℃, but when the ambient temperature was lower than-30 ℃ predicted stiffness errors.

关键词

橡胶弹性元件 / 单轴拉伸 / 低温刚度 / 温度因子 / 预测

Key words

rubber spring / uniaxial tensile / stiffness at low temperature / temperature factor / prediction

引用本文

导出引用
丁智平1,穆龙海1,卜继玲2,黄友剑2,曾家兴1. 橡胶弹性元件低温刚度预测[J]. 振动与冲击, 2017, 36(14): 66-70
DING Zhiping1,MU Longhai1, PU Jiling2,HUANG Youjian2, ZENG Jiaxin1. Stiffness Prediction of Rubber Spring at Lower Temperature[J]. Journal of Vibration and Shock, 2017, 36(14): 66-70

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