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Uniaxial tensile mechanical tests of Kapton foil at high-low temperature conditions

机译:高温温度条件下Kapton Foil的单轴拉伸机械试验

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Purpose This study aims to investigate the basic mechanical properties of inflatable antenna reflector material under high-low temperatures. Design/methodology/approach Uniaxial tensile tests of Kapton (polyimide) foils were conducted in this paper. Kapton foils with a thickness of 25 mu m were used and the strip specimens were manufactured according to the machine direction and the transverse direction of the foils. Findings The stress-strain curves of the foils were obtained under ten temperature conditions (-70 degrees C, -40 degrees C, -10 degrees C, 0 degrees C, 20 degrees C, 50 degrees C, 80 degrees C, 110 degrees C, 140 degrees C, 170 degrees C) after uniaxial tensile tests. Generally speaking, such stress-strain curves are highly nonlinear, and Kapton can be classified into some kind of ductile material without obvious yielding point. Practical implications The tests results provide a basis for partial coefficients of Kapton foils strength design value, and meanwhile provide basic material data for the extreme temperature field test in orbit for the inflatable antenna structure in the future. Originality/value Based on the curve itself and strain energy theory, for the first time the equivalent yielding point was determined and the mechanism of constitutive curve changing with temperature was explained. Based on curves above, tensile strength, elongation at break, equivalent yielding stress, yielding strain and elastic modulus were analyzed and calculated. By analyzing the mechanical parameters above, the fitting formulas with temperature as the variable were given.
机译:目的本研究旨在研究高低温下充气天线反射器材料的基本机械性能。本文进行了设计/方法/接近Kapton(聚酰亚胺)箔的单轴拉伸试验。使用厚度为25μm的Kapton箔,并且根据机器方向和箔的横向制造带状样品。发现箔的应力 - 应变曲线在十个温度条件下获得(-70℃,-40℃,-10℃,0°C,20℃,50℃,80℃,110℃ ,单轴拉伸试验后,140℃,170℃)。一般而言,这种应力 - 应变曲线是高度非线性的,并且Kapton可以分为某种延性材料而没有明显的屈服点。实际意义测试结果为kapton箔的部分系数提供了基础,适用于Kapton箔强度设计值的基础,同时为未来充气天线结构的轨道中的极端温度场测试提供基本的材料数据。基于曲线本身和应变能理论的原创性/值,第一次确定等效屈服点并且解释了温度变化的组成曲线的机制。基于上述曲线,分析抗拉强度,断裂处的伸长率,等效屈服应力,产生应变和弹性模量。通过分析上述机械参数,给出了温度随温度的配合公式。

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