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Numerical continuation analysis of a three-dimensional aircraft main landing gear mechanism

机译:三维飞机主起落架机构的数值连续性分析

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摘要

A method of investigating quasi-static landing gear mechanisms is presented and applied to a three-dimensional aircraft main landing gear mechanism model. The model has 19 static equilibrium equations and 20 equations describing the geometric constraints in the mechanism. In the spirit of bifurcation analysis, solutions to these 39 steady-state equations are found and tracked, or continued, numerically in parameters of interest. A design case study is performed on the landing gear actuator position to demonstrate the potential relevance of the method for industrial applications. The trade-off between maximal efficiency and peak actuator force reduction when positioning the actuator is investigated. It is shown that the problem formulation is very flexible and allows actuator force, length and efficiency information to be obtained from a single numerical continuation computation with minimal data post-processing. The study suggests that numerical continuation analysis has potential for investigating even more complex landing gear mechanisms, such as those with more than one sidestay.
机译:提出了一种研究准静态起落架机构的方法,并将其应用于三维飞机主起落架机构模型。该模型有19个静态平衡方程和20个方程,描述了机构中的几何约束。本着分叉分析的精神,找到了这39个稳态方程的解,并在感兴趣的参数上进行了数值跟踪或连续化。在起落架致动器位置上进行了设计案例研究,以证明该方法在工业应用中的潜在意义。研究了在定位致动器时最大效率与最大致动器力减小之间的权衡。结果表明,问题表述非常灵活,可以通过最少的数据后处理从单个数值连续计算中获得执行器力,长度和效率信息。该研究表明,数值连续分析有潜力研究甚至更复杂的起落架机制,例如具有多个侧撑的起落架机制。

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