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71.
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挠曲线复位的微分方程解法求梁的位移 总被引:5,自引:0,他引:5
喻晓今 《华东地质学院学报》2003,26(3):271-273
梁位移求解的方法主要有两种:积分法和叠加法。积分法的困难是当多个荷载同时作用时,要按控制面分段列弯矩方程,这样,两次积分时带来的积分常数较多,导致依边界条件、连续条件定这些常数时要解多个联立方程,计算繁杂。梁位移求解的叠加法是借用典型荷载下梁已知积分结果来进行对应位置位移的叠加,具体是查转角方程、挠曲线方程表格。从表中知,梁任一位置处的位移方程大多是多次多项式,很难记忆,故离开表格便无法采用。本文找到了一种新的方法求梁的位移,通过设置比拟梁,使比拟梁的挠曲线复位于原梁,从而建立了相应的微分方程,求解此方程后便可得梁的位移,避开了分段多次积分或查表的弱点。 相似文献
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郯庐断裂带的平移运动与成因 总被引:61,自引:4,他引:61
在华北、华南板块碰撞期间,郯庐断裂带究竟是何种边界仍是没有解决的重大地学问题,许多学者对此提出了不同的构造解释模式。关于郯庐断裂的平移距离仍存在着较大的分歧与有待深入研究之处。在华北、华南板块拼合之后,郯庐断裂带发生了一次大规模的左行平移,其糜棱岩的^40Ar/^39Ar年龄为132~119Ma,指示为早白垩世的平移活动,平移活动中伴生了强烈的岩浆活动。这期左行平移标志着中国东部构造的重大转折,是滨太平洋构造对前期古特提斯构造的叠加,其动力学机制为太平洋区伊侨奈岐板块突然出现的高速斜向俯冲。 相似文献
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江苏省若干代表站年降水量的多年变化和系列代表性分析 总被引:3,自引:1,他引:3
利用长系列雨量站资料,采用数理统计法分析了江苏省年降水量的多年变化,对1956—2000年、1956—1979年、1971—2000年、1980—2000年等短系列年降水量的系列代表性做出了分析评价,为合理选用水文系列提供了依据,对江苏省水资源调查评价和水资源综合规划具有重要的参考价值,可在生产中应用。 相似文献
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Introduction The rock medium shows mainly elastic character under low-temperature, low-pressure and external force for short duration, yet it shows rheologic property under high-temperature, high-pressure and long-time external force. It is reasonable that the rapid earthquake generating process lasted for tens seconds is analyzed by the elastic theory. As for the earthquake generating process for hundreds or thousand years, nevertheless, the rheologic property of rock must be taken into accou… 相似文献
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Results of a detailed statistical study of constant relative strength inelastic displacement ratios to estimate maximum lateral inelastic displacement demands on existing structures from maximum lateral elastic displacement demands are presented. These ratios were computed for single‐degree‐of‐freedom systems with different levels of lateral strength normalized to the strength required to remain elastic when subjected to a relatively large ensemble of recorded earthquake ground motions. Three groups of soil conditions with shear wave velocities higher than 180m/s are considered. The influence of period of vibration, level of lateral yielding strength, site conditions, earthquake magnitude, distance to the source, and strain‐hardening ratio are evaluated and discussed. Mean inelastic displacement ratios and those associated with various percentiles are presented. A special emphasis is given to the dispersion of these ratios. It is concluded that distance to the source has a negligible influence on constant relative strength inelastic displacement ratios. However, for periods smaller than 1s earthquake magnitude and soil conditions have a moderate influence on these ratios. Strain hardening decreases maximum inelastic displacement at a fairly constant rate depending on the level of relative strength for periods of vibration longer than about 1.0s while it decreases maximum inelastic displacement non‐linearly as the period of vibration shortens and as the relative‐strength ratio increases for periods of vibration shorter than 1.0s. Finally, results from non‐linear regression analyses are presented that provide a simplified expression to be used to approximate mean inelastic displacement ratios during the evaluation of existing structures built on firm sites. Copyright © 2003 John Wiley & Sons, Ltd. 相似文献
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A new inelastic structural control algorithm is proposed by incorporating the force analogy method (FAM) with the predictive instantaneous optimal control (PIOC) algorithm. While PIOC is very effective in compensating for the time delay for elastic structures, the FAM is highly efficient in performing the inelastic analysis. Unlike conventional inelastic analysis methods of changing stiffness, the FAM analyzes structures by varying the structural displacement field, and therefore the state transition matrix needs to be computed only once. This greatly simplifies the computation and makes inelastic analysis readily applicable to the PIOC algorithm. The proposed algorithm compensates for the time delay that happens in practical control systems by predicting the inelastic structural response over a period that equals the magnitude of the time delay. A one‐story frame with both strain‐hardening and strain‐softening inelastic characteristics is analyzed using this algorithm. Results show that the proposed control algorithm is feasibile for any inelastic structures. While the control efficiency deteriorates with the increase in magnitude of the time delay, the PIOC maintains acceptable performance within a wide range of time delay magnitudes. Finally, a computer model of a six‐story moment‐resisting steel frame is analyzed to show that PIOC has good control results for real inelastic structures. Copyright © 2003 John Wiley & Sons, Ltd. 相似文献