小升力运载火箭一级最佳推重比的选择

L. Mukhamedov, D. A. Kirievskii
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引用次数: 0

摘要

超轻型运载火箭是将小型卫星送入目标轨道的最有效手段之一。在超轻型运载火箭发展的早期阶段正在解决的特殊弹道设计问题包括对所谓设计-弹道参数的最有利组合的实际选择。它们通常被理解为一组尽可能少的参数,对于给定的有效载荷质量,这些参数唯一地决定了火箭轨迹及其质能特性。研究了一次性超轻型运载火箭一级推重比(发射载荷对推力的影响)的选择问题。这个参数不包括在K.齐奥尔科夫斯基公式中;它决定了重力、空气动力学和背压的特征速度损失。在这方面,它对火箭最终速度的影响与特定的空冲量或第一级的相对最终质量等参数相比并不那么显著。火箭推力的最佳发射载荷的选择是一项重要的任务,因为它是由推重比决定的。不仅是质量,设计产品的成本也取决于它的价值。除了特定的空腔脉冲、相对最终质量和发射推力载荷外,第一级设计和弹道参数还包括地球表面的特定推力脉冲(或推进系统高度系数)和中段载荷。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Selection of the optimal thrust-to-weight ratio of the first stages of small-lift launch vehicles
Ultralight launch vehicles are among the most efficient means of inserting small satellites in the target orbits. Particular ballistic design problems being solved at the early stages in the ultralight launch vehicles development include rather actual selection of the most advantageous combination of the so-called design-ballistic parameters. They are usually understood as a set of the minimum possible number of parameters that, for a given payload mass, uniquely determine the rocket trajectory and its mass-energy characteristics. The paper considers issues related to selection of the thrust-to-weight ratio (launch load on thrust) of the first stages of disposable ultralight launch vehicles. This parameter is not included in the K. Tsiolkovsky formula; it determines the loss in the characteristic velocity for gravity, aerodynamics and backpressure. In this regard, its influence on the final rocket velocity is not that significant in comparison with such parameters as the specific void impulse or the relative final mass of the first stage. Selection of the optimal launch load on the rocket thrust is a responsible task, since it is determined by the thrust-to-weight ratio. Not only the mass, but also the cost of the designed product depends on its value. In addition to the specific void pulse, the relative final mass and the launch thrust load, the first stage design and ballistic parameters include the specific thrust pulse at the Earth surface (or the propulsion system altitude coefficient) and the load on the midsection.
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