量子汽车近地运动研究的图形分析基础

J. Kotikov
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引用次数: 3

摘要

介绍。发展图形和分析基础来执行量子汽车运动控制的优化计算将有助于研究车辆的创建。研究目的:需要开发一种推力矢量实现的图形表示方法,作为量子飞行器轨迹优化计算的图形和分析基础。方法。将推力矢量分解为正交分量。采用广义的量子移动力平衡方程。飞行器的部分悬停模式被区分为近地运动的基本模式。对特定速度片的力平衡进行了二维建模。进行了速度扫描力平衡的三维建模。利用Maple软件建立了力平衡的二维和三维模型。建立了关于道路和风阻力的表面图像,并限制了最大推力。文中还提供了计算实例以及图解和分析研究。结果。为量子汽车轨迹、QE推力变化和相应控制动作的优化计算提供了图形分析基础。通过具体实例给出了可视化计算结果。讨论。在图形环境中开发程序需要结合软件工具和编程领域的知识。发展量子汽车仿真模型及其图形和分析基础,使其朝着日益复杂的方向发展是唯一的途径。描述了相应的发展阶段。在飞行器悬停的中间和完全悬停之后,有两个假定的推力最小的区域。在量子汽车起飞和部分悬停的近地运动中都要考虑到这一点。
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GRAPHICAL-AND-ANALYTICAL BASIS FOR QUANTOMOBILE NEAR-GROUND MOTION STUDIES
Introduction. Development of a graphical-and-analytical basis to perform optimization calculations for quantomobile motion control will contribute to studies on vehicle creation. Purpose of the study. It is required to develop a methodology for graphical representation of thrust vector realization as a graphical-and-analytical basis for optimization calculations of quantomobile trajectories. Methods. The thrust vector is decomposed into orthogonal components. A generalized quantomobile force balance equation is used. A mode of partial hovering of a vehicle is distinguished as the basic mode of near-ground motion. 2D modeling of force balance for a particular velocity slice is performed. 3D modeling of force balance with velocity sweeping is carried out. 2D and 3D models of force balance are developed using Maple software. Images of surfaces with regard to road and wind resistance with limits to the maximum thrust are built. Examples of calculation as well as graphical-and-analytical studies are provided. Results. A graphical-and-analytical basis for optimization calculations of quantomobile trajectories, changes in QE thrust and corresponding control actions is developed. Results of calculations with visualization are presented using specific examples. Discussion. Development of a program in the graphical environment required combining knowledge of the software tools and programmed field. Development of the quantomobile simulation model as well as its graphical-and-analytical basis in the direction of increasing complexity is the only way. Corresponding development stages are described. Two hypothetical areas for the minimization of sufficient thrust are distinguished: in the middle of vehicle hovering and after its full hovering. It shall be taken into account both in quantomobile takeoff and its near-ground motion with partial hovering.
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来源期刊
Architecture and Engineering
Architecture and Engineering Engineering-Architecture
CiteScore
1.80
自引率
0.00%
发文量
26
审稿时长
7 weeks
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