南昌航空大学学报(自然科学版)
南昌航空大學學報(自然科學版)
남창항공대학학보(자연과학판)
Journal of Nanchang Hangkong University(Natural Sciences)
2015年
3期
76-81
,共6页
习璐颖%吴琼%李秋锋%曾亮%张震%胥凯晖
習璐穎%吳瓊%李鞦鋒%曾亮%張震%胥凱暉
습로영%오경%리추봉%증량%장진%서개휘
固体火箭发动机壳体%超声导波%传播特性%材料参数
固體火箭髮動機殼體%超聲導波%傳播特性%材料參數
고체화전발동궤각체%초성도파%전파특성%재료삼수
solid rocket motor shell%ultrasonic guided wave%propagation characteristics%material parameters
固体火箭发动机壳体制造主要采用钢/玻璃钢复合材料,但仍没有有效可靠的方法对其进行无损检测. 采用超声导波检测是较有前景的检测手段,针对钢/玻璃钢粘接复合结构中玻璃钢材料参数的多变情况,根据弹性动力学理论,分析超声导波在管道中传播时的传播特性. 首先根据给定材料参数计算频散曲线,确定可对该复合材料检测的导波模态;然后依据玻璃钢的泊松比、密度、弹性模量及厚度等材料参数的波动范围,计算出所选模态的群速度频散曲线的变化情况;最后分析结果表明,在检测频段范围内,同一频率下L(0,2)模态的群速度随着材料泊松比、密度及厚度的增大而减小,随着材料弹性模量的增大而增大.
固體火箭髮動機殼體製造主要採用鋼/玻璃鋼複閤材料,但仍沒有有效可靠的方法對其進行無損檢測. 採用超聲導波檢測是較有前景的檢測手段,針對鋼/玻璃鋼粘接複閤結構中玻璃鋼材料參數的多變情況,根據彈性動力學理論,分析超聲導波在管道中傳播時的傳播特性. 首先根據給定材料參數計算頻散麯線,確定可對該複閤材料檢測的導波模態;然後依據玻璃鋼的泊鬆比、密度、彈性模量及厚度等材料參數的波動範圍,計算齣所選模態的群速度頻散麯線的變化情況;最後分析結果錶明,在檢測頻段範圍內,同一頻率下L(0,2)模態的群速度隨著材料泊鬆比、密度及厚度的增大而減小,隨著材料彈性模量的增大而增大.
고체화전발동궤각체제조주요채용강/파리강복합재료,단잉몰유유효가고적방법대기진행무손검측. 채용초성도파검측시교유전경적검측수단,침대강/파리강점접복합결구중파리강재료삼수적다변정황,근거탄성동역학이론,분석초성도파재관도중전파시적전파특성. 수선근거급정재료삼수계산빈산곡선,학정가대해복합재료검측적도파모태;연후의거파리강적박송비、밀도、탄성모량급후도등재료삼수적파동범위,계산출소선모태적군속도빈산곡선적변화정황;최후분석결과표명,재검측빈단범위내,동일빈솔하L(0,2)모태적군속도수착재료박송비、밀도급후도적증대이감소,수착재료탄성모량적증대이증대.
Steel/FRP composite materials have been used in the manufacture of solid rocket motor shell, but still no effective and reliable method for non-destructive testing. Ultrasonic guided wave testing is more promising. For the changing situation of FRP material parameters, according to the kinetic theory of elasticity, the propagation characteristics of ultrasonic guided wave in the pipeline was analyzed. The dispersion curves for a given material parameters were calculated firstly, determined the guided wave detection mode for the composite. And then calculated the dispersion curves changes of the selected mode group velocity based on the fluctuation range of FRP Poisson's ratio, density, elastic modulus and the thickness of the material parameters. The final results of the analysis showed that within the detection frequency range, the group velocity of L(0,2) mode decreases with the increase of the material Poisson 's ratio, density and thickness, increases with the increase of the elastic modulus of the material at the same frequency.