The Jiapigou gold deposits are typical vein type deposits associated withArchaean greenstone belts in China. According to the crosscutting relationships between dykesand auriferous veins, single hydrothermal zircon U-...The Jiapigou gold deposits are typical vein type deposits associated withArchaean greenstone belts in China. According to the crosscutting relationships between dykesand auriferous veins, single hydrothermal zircon U-Pb dating and quartz K-Ar,^(40)Ar-^(39)Ar andRb-Sr datings, the main mineralization stage of the Jiapigou deposit has been determined to be2469-2475 Ma, while mineralization superimposition on the gold deposit occurred in1800-2000 Ma and 130-272 Ma. They form a mineralization framework of one oldermetallogenic epoch (Late Archaean-Early Proterozoic) and one younger metallogenic epoch(Mesozoic) of gold deposits in Archaean greenstone belts in China.展开更多
非线性能量阱(NES,nonlinear energy sink)作为一种轻质高效的被动减振装置可有效抑制工程结构的有害振动,对其动力学开展研究对于设计和优化减振装置具有重要的意义。本文探讨了一种接地双稳态非线性能量阱耦合主线性结构的系统在周期...非线性能量阱(NES,nonlinear energy sink)作为一种轻质高效的被动减振装置可有效抑制工程结构的有害振动,对其动力学开展研究对于设计和优化减振装置具有重要的意义。本文探讨了一种接地双稳态非线性能量阱耦合主线性结构的系统在周期激励下的响应过程,分析这类减振装置的优点,并提出设计准则。应用复化平均和多尺度展开方法对耦合系统进行动力学分析,计算出耦合系统的慢不变流形(SIM,slow invariant manifold)和外激励阈值,利用Melnikov方法得到了耦合系统的混沌阈值并给出参数优化方案。与线性和立方刚度的减振装置对比展示了该接地双稳态非线性能量阱的优势。展开更多
Nonlinear forced vibrations and natural frequency of sandwich functionally graded material doubly curved shallow shell with a rectangular base are investigated. The sandwich functionally graded material(FGM) doubly cu...Nonlinear forced vibrations and natural frequency of sandwich functionally graded material doubly curved shallow shell with a rectangular base are investigated. The sandwich functionally graded material(FGM) doubly curved shell is subjected to a harmonic point load at centre. The sandwich doubly curved shell with homogeneous face sheets and FGM face sheets is considered respectively when the natural frequencies are studied. Reddy's third order shear deformation theory is expanded in which stretching effects in thickness are considered by introducing the secant function. Hamilton's principle and von-Karman type nonlinear geometric equation are applied to obtain partial differential equation of the FGM sandwich doubly curved shell. Comparative studies with other shear deformation theories are carried out to validate the present formulation. Navier method is used to discuss the natural vibration frequencies of the FGM sandwich doubly curved shell. Numerical simulation is applied to demonstrate the nonlinear dynamic responses of the FGM sandwich doubly curved shell. Multiple periods, quasi-period and chaos are detected for the dynamic system for different core thickness.展开更多
基金This study is a contribution to Project 90051-01,a state key gold scientific and technological project during the 8th Five-Year Plan period,and Project 92-94-40 carried out by the State Gold Administration.
文摘The Jiapigou gold deposits are typical vein type deposits associated withArchaean greenstone belts in China. According to the crosscutting relationships between dykesand auriferous veins, single hydrothermal zircon U-Pb dating and quartz K-Ar,^(40)Ar-^(39)Ar andRb-Sr datings, the main mineralization stage of the Jiapigou deposit has been determined to be2469-2475 Ma, while mineralization superimposition on the gold deposit occurred in1800-2000 Ma and 130-272 Ma. They form a mineralization framework of one oldermetallogenic epoch (Late Archaean-Early Proterozoic) and one younger metallogenic epoch(Mesozoic) of gold deposits in Archaean greenstone belts in China.
文摘非线性能量阱(NES,nonlinear energy sink)作为一种轻质高效的被动减振装置可有效抑制工程结构的有害振动,对其动力学开展研究对于设计和优化减振装置具有重要的意义。本文探讨了一种接地双稳态非线性能量阱耦合主线性结构的系统在周期激励下的响应过程,分析这类减振装置的优点,并提出设计准则。应用复化平均和多尺度展开方法对耦合系统进行动力学分析,计算出耦合系统的慢不变流形(SIM,slow invariant manifold)和外激励阈值,利用Melnikov方法得到了耦合系统的混沌阈值并给出参数优化方案。与线性和立方刚度的减振装置对比展示了该接地双稳态非线性能量阱的优势。
基金supported by the National Natural Science Foundation of China(Grant Nos.11472056 and 11472298)the Natural Science Foundation of Tianjin City(Grant No.13JCQNJC04400)
文摘Nonlinear forced vibrations and natural frequency of sandwich functionally graded material doubly curved shallow shell with a rectangular base are investigated. The sandwich functionally graded material(FGM) doubly curved shell is subjected to a harmonic point load at centre. The sandwich doubly curved shell with homogeneous face sheets and FGM face sheets is considered respectively when the natural frequencies are studied. Reddy's third order shear deformation theory is expanded in which stretching effects in thickness are considered by introducing the secant function. Hamilton's principle and von-Karman type nonlinear geometric equation are applied to obtain partial differential equation of the FGM sandwich doubly curved shell. Comparative studies with other shear deformation theories are carried out to validate the present formulation. Navier method is used to discuss the natural vibration frequencies of the FGM sandwich doubly curved shell. Numerical simulation is applied to demonstrate the nonlinear dynamic responses of the FGM sandwich doubly curved shell. Multiple periods, quasi-period and chaos are detected for the dynamic system for different core thickness.
