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Optimal trends in Manoeuvre Load Control at subsonic and supersonic flight points for tailless delta wing aircraft

机译:无尾三角翼飞机在亚音速和超音速飞行点的机动负荷控制的最佳趋势

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Manoeuvre Load Alleviation (MLA) is the concept of redistribution of forces and moments on airframe through optimal actuation of control surfaces. The effect is to minimise the stresses near wing root and improve fatigue life of airframe components, such as, the frequently studied wing root fitting connecting wing to the fuselage. The configuration is a typical tailless delta wing aircraft having inboard and outboard Elevons (a combination of Elevator and Aileron) placed symmetrically on starboard and port side. The problem is formulated as minimisation of independent conflicting multiple objectives of wing root bending and twisting moments, with stability equations as equality constraints and actuator hinge moments as inequality constraints. Hybrid method is used as optimisation technique, which is evolved from the combination of heuristic based Elitist non-dominated Sorting Genetic Algorithm (NSGA-II) and calculus based Goal Programming methods. The primary objective of this paper is to bring out the structural benefits attainable for some of the combined critical manoeuvre load cases at subsonic and supersonic flight points. The combined critical manoeuvre load cases demarcate the limit to which airframe is loaded. The minimisation achieved is better for flight points at supersonic as compared to subsonic Mach numbers.
机译:减轻机动负荷(MLA)是通过优化操纵面来在机身上重新分配力和力矩的概念。其作用是使机翼根部附近的应力最小化,并改善机身部件的疲劳寿命,例如,经常研究的将机翼连接至机身的机翼根部配件。该构型是典型的无尾三角翼飞机,其内侧和外侧Elevons(电梯和Aileron的组合)对称地放置在右舷和左舷。该问题被表述为使机翼根部弯曲和扭转力矩的相互独立的,相互冲突的多个目标最小化,其中稳定方程为等式约束,而致动器铰链力矩为不等式约束。混合方法被用作优化技术,它是从基于启发式的Elitist非支配排序遗传算法(NSGA-II)和基于演算的目标规划方法的组合发展而来的。本文的主要目的是在亚音速和超音速飞行点展示一些组合的关键机动载荷工况所能达到的结构效益。组合的关键机动载荷工况划定了机体的装载极限。与亚音速马赫数相比,超音速飞行点获得的最小化效果更好。

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