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涡旋压缩机通用涡旋型线泛函集成研究 被引量:6
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作者 王立存 陈进 《华东理工大学学报(自然科学版)》 EI CAS CSCD 北大核心 2007年第1期137-140,共4页
研究了平面曲线固有弧微分方程理论,利用切向角和曲率半径的固有弧微分方程形式和广义泛函理论,推导出了弧微分方程和笛卡尔坐标之间的变换方法,提出了涡旋型线的渐开特性条件。根据Taylor级数对等思想,建立了涡旋型线的广义泛函集成型... 研究了平面曲线固有弧微分方程理论,利用切向角和曲率半径的固有弧微分方程形式和广义泛函理论,推导出了弧微分方程和笛卡尔坐标之间的变换方法,提出了涡旋型线的渐开特性条件。根据Taylor级数对等思想,建立了涡旋型线的广义泛函集成型线的统一形式,发展并完善了现有涡旋型线通用方程理论,并具体分析推导了4种典型的涡旋型线。突破了涡旋型线数学模型固有特性的限制,提出的表征涡旋型线本质特征的根本因素——涡旋型线的形函数统一形式,为涡旋压缩机型线的设计理论与方法研究拓宽了思路。 展开更多
关键词 涡旋压缩机 涡旋型线 平面曲线 固有方程 泛函集成
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基于小生境遗传算法的通用涡旋型线优化研究 被引量:5
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作者 王立存 Sinan H. Hussain 明勇 《压缩机技术》 2008年第6期1-3,19,共4页
目前涡旋型线的优化设计多数是在一些参数修改设计的基础上,简化为单目标优化问题,因而不易获得多性能最优的设计方案,涡旋型线形状的设计本质上是一个多目标优化问题,在通用涡旋型线形状优化设计中,根据关于切向角参数的基于曲率半径的... 目前涡旋型线的优化设计多数是在一些参数修改设计的基础上,简化为单目标优化问题,因而不易获得多性能最优的设计方案,涡旋型线形状的设计本质上是一个多目标优化问题,在通用涡旋型线形状优化设计中,根据关于切向角参数的基于曲率半径的Whewell固有方程的通用涡旋型线泛函表征形式,建立了多目标涡旋型线形状优化设计数学模型,应用了基于共享小生境技术的非劣优选遗传算法,给出了通用涡旋型线多目标形状优化设计实例分析。 展开更多
关键词 通用涡旋型线 固有方程 遗传算法 形状优化
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剪力滞效应对连续箱梁自振特性影响的研究 被引量:7
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作者 甘亚南 王根会 吴亚平 《兰州铁道学院学报》 2003年第1期40-43,共4页
考虑箱形截面梁剪力滞后效应的影响,利用推导出的箱形截面梁的弯曲振动方程及其自然边界条件,并据此进一步推导出了多跨箱形截面梁的固有频率方程.作为特例,利用MATLAB软件对一连续的两跨、三跨箱梁结构的固有频率方程进行了求解.根据... 考虑箱形截面梁剪力滞后效应的影响,利用推导出的箱形截面梁的弯曲振动方程及其自然边界条件,并据此进一步推导出了多跨箱形截面梁的固有频率方程.作为特例,利用MATLAB软件对一连续的两跨、三跨箱梁结构的固有频率方程进行了求解.根据得出的数值结果,对剪力滞后效应对连续箱梁结构自振特性的影响进行了讨论,得出了一些有意义的结论. 展开更多
关键词 剪力滞效应 固有频率方程 连续箱梁 自振特性
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确定一维声子晶体带隙范围的模态方法
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作者 李雷 刘庆 税朗泉 《中国科技论文》 CAS 北大核心 2015年第17期2098-2100,共3页
采用模态方法研究了一维杆状周期结构声子晶体的带隙特性,并通过理论计算得到了一维周期结构声子晶体的固有频率方程,解该方程确定出一维周期结构声子晶体的带隙范围。计算结果与数值模拟验证的结果十分吻合,说明该方法可行,用模态方法... 采用模态方法研究了一维杆状周期结构声子晶体的带隙特性,并通过理论计算得到了一维周期结构声子晶体的固有频率方程,解该方程确定出一维周期结构声子晶体的带隙范围。计算结果与数值模拟验证的结果十分吻合,说明该方法可行,用模态方法来解释声子晶体的带隙特性可以加快声子晶体向工程应用中转化的步伐。 展开更多
关键词 声子晶体 周期结构 模态方法 固有频率方程 带隙范围
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Free Vibration of Geometrically Nonlinear Functionally Graded Micro-switches under Electrostatic Force and Temperature Change
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作者 Xiaoli Jia Chengbao Feng Kun Tang 《Journal of Mechanics Engineering and Automation》 2015年第1期26-32,共7页
The free vibration characteristics of functionally graded micro-switches under combined electrostatic, axial residual stress and temperature change is investigated, with an emphasis on the effect of geometric nonlinea... The free vibration characteristics of functionally graded micro-switches under combined electrostatic, axial residual stress and temperature change is investigated, with an emphasis on the effect of geometric nonlinear deformation due to mid-plane stretching, the influence of volume fraction profile parameter and temperature change. The micro-switch considered in this study is made of either homogeneous material or non-homogeneous functionally graded material with two material phases. Taking the temperature-dependency of the effective material properties into consideration, the Voigt model is used to simulate the material properties of the FGMs (functionally graded materials). The principle of virtual work is used to derive the nonlinear governing differential equation. The eigenvalue problem which describes free vibration of the micro-beam at its statically deflected state is then solved using DQM (differential quadrature method). The natural frequencies of clamped-clamped micro-switches are obtained. The solutions are validated through direct comparisons with experimental results reported in previous studies. A parametric study is conducted to show the effects of geometric nonlinearity, material composition, temperature change and geometrical parameters for the natural frequencies. 展开更多
关键词 Micro-switch free vibration functionally graded materials temperature change
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Basic dynamic characteristics and seismic design of anchorage system
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作者 段建 言志信 +1 位作者 任志华 赵红亮 《Journal of Central South University》 SCIE EI CAS 2014年第8期3275-3283,共9页
Based on some assumptions,the dynamic governing equation of anchorage system is established.The calculation formula of natural frequency and the corresponding vibration mode are deduced.Besides,the feasibility of the ... Based on some assumptions,the dynamic governing equation of anchorage system is established.The calculation formula of natural frequency and the corresponding vibration mode are deduced.Besides,the feasibility of the theoretical method is verified by using a specific example combined with other methods.It is found that the low-order natural frequency corresponds to the first mode of vibration,and the high-order natural frequency corresponds to the second mode of vibration,while the third mode happens only when the physical and mechanical parameters of anchorage system meet certain conditions.With the increasing of the order of natural frequency,the influence on the dynamic mechanical response of anchorage system decreases gradually.Additionally,a calculating method,which can find the dangerous area of anchorage engineering in different construction sites and avoid the unreasonable design of anchor that may cause resonance,is proposed to meet the seismic precautionary requirements.This method is verified to be feasible and effective by being applied to an actual project.The study of basic dynamic features of anchorage system can provide a theoretical guidance for anchor seismic design and fast evaluation of anchor design scheme. 展开更多
关键词 anchorage system natural frequency vibration mode dangerous region resonance line seismic precautionary
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