多旋翼飞行器作为探测金星大气层和表面的前瞻性技术手段的系统工程研究

M. Yu. Yatsenko, V. A. Vorontsov, V. V. Ryzhkov
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引用次数: 0

摘要

目前,对金星的探索是空间科学中一个非常相关和发展的方向。火箭和空间技术的发展扩大了宇宙飞船接近太阳系物体的边界,使整个行星际探险成为可能,包括飞往类地行星、巨行星和太阳系外围。目前,一个未来几十年的行星探索计划正在形成。研究金星和火星探险的历史表明,有必要发展和改进研究离地球最近的行星,特别是金星大气层的方法,利用现有的技术手段,使它们尽可能高效。对金星的探索被提议使用一种技术手段——一架多旋翼飞机。该对象被分配为一个系统,并且定义和描述了它在超系统组成中的作用。本文确定了飞行装置的功能场景,重点介绍了其子系统的任务,以及它们之间的相互作用。介绍了影响多旋翼飞机各子系统工作的主要外部因素。提出了系统的功能方案,并给出了评价系统完成目标任务有效性的主要指标。这项工作是建立数学模型之前的初步阶段。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
System engineering research of a multirotor aircraft as a prospective technical means of exploring the atmosphere and surface of the planet Venus
Currently, the exploration of the planet Venus is a very relevant and developing direction in space science. The development of rocket and space technologies has expanded the boundaries of accessibility of spacecraft to objects in the Solar System, allow for entire interplanetary expeditions, including flights to terrestrial planets, giant planets, and the outskirts of the Solar System. Currently, a program of planetary exploration for the next decades is being formed. Studying the history of expeditions to Venus and Mars clarifies the need to develop and improve methods for studying the atmosphere of the nearest planets to Earth, in particular, Venus, using vailable technical means, making them as efficient as possible. The exploration of Venus is proposed to be carried out using a technical means– a multirotor aircraft. This object is allocated as a system, and its role in the composition of the supersystem is also defined and described. The paper identifies scenarios for the functioning of the flying apparatus are highlighted, the tasks of its subsystems are described, as well as their interaction with each other. The main external factors affecting the work of the subsystems of the multirotor aircraft are presented. A functional scheme of the system is developed, as well as the main indicators used to assess the effectiveness of achieving the target task. This work is a preliminary stage before building a mathematical model.
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