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Effects of external operating environments on fatigue of heat-exchanger copper tubes

机译:外部操作环境对热交换器铜管疲劳的影响

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The purpose of this study is to analyze the effects of surface defects (eg, notches) and external environment conditions (eg, operating temperature, the number of re-weldings) on the static strength and fatigue of C1220T-O copper tubes used in the heat exchangers of air conditioners. Instead of using standardized specimens, as is done in general rotary bending fatigue tests, special specimens were fabricated in this study by inserting metal plugs on both ends of the copper tubes to perform fatigue tests on the actual tube product, and then the fatigue characteristics were evaluated using stress-life (S-N) curves. Regarding the welding conditions (maximum 1000°C and 10 seconds), the grain size grew (grain size number decreased), and the hardness decreased as the number of re-weldings increased. The effects of the operating temperatures on the fatigue life were examined at a room temperature of 25°C and a heat exchanger operating temperature of 125°C, resulting in the same fatigue limit (70.21 MPa) at both room and operating temperatures. However, the fatigue limit of 37.46 MPa measured in the notched specimens (radius of 3 mm, depth of 0.2 mm) was lower than that obtained from those without notches. The material constant (1.07) used in the Peterson equation was then computed from the fatigue notch factor (1.87 = 70.21/37.46), and the stress concentration factor (2.18) of the notched tube specimens was obtained from the structural analysis. This material constant can be used to predict a decrease in the fatigue limit over varying notch sizes in copper tubes (C1220T-O).
机译:本研究的目的是分析表面缺陷(例如,缺口)和外部环境条件(例如,工作温度,重新焊接的次数)对用于C1220T-O铜管的静态强度和疲劳的影响。空调的热交换器。代替一般旋转弯曲疲劳试验中使用的标准试样,本研究中通过在铜管的两端插入金属塞对实际的钢管产品进行疲劳试验来制造特殊的试样,然后进行疲劳特性分析。使用应力寿命(SN)曲线进行评估。关于焊接条件(最大1000℃和10秒),晶粒尺寸增大(晶粒尺寸数量减少),并且硬度随着重新焊接数量的增加而降低。在室温25°C和热交换器工作温度125°C下检查了工作温度对疲劳寿命的影响,从而在室温和工作温度下得出了相同的疲劳极限(70.21 MPa)。但是,在带缺口的试样(半径为3 mm,深度为0.2 mm)中测得的疲劳极限为37.46 MPa,低于没有缺口的疲劳极限。然后根据疲劳缺口因子(1.87 = 70.21 / 37.46)计算出Peterson方程中使用的材料常数(1.07),并从结构分析中获得缺口管试样的应力集中系数(2.18)。该材料常数可用于预测随着铜管(C1220T-O)的不同缺口尺寸而导致的疲劳极限的降低。

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