非常规飞机概念的通用距离方程

Anusha Harish, Jonathan C. Gladin, D. Mavris
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引用次数: 0

摘要

日益严重的环境问题导致世界各地的航空业设定了减少碳排放的高目标。采用非常规推进系统和能源的革命性概念被视为实现碳中和的必要条件。其中包括氢燃烧、由电池或氢燃料电池驱动的电气化推进、可持续航空燃料和分布式推进。由于一些潜在的替代方案仍在研究和开发中,通往可持续航空的道路仍不明朗。本研究旨在开发一种方法,使用简单的分析方程快速评估基于性能和环境指标的不同概念,并提供有关这些概念的贸易空间的见解。在概念前设计阶段,一个关键的性能指标是飞机航程,它考虑到空气动力学、推进力和飞机的重量。本文的目的是提出一个统一的范围方程,适用于一个或多个能源和任何动力系统架构的概念。证明了该方程与其他作者推导的范围方程的数学等价性,特别是对于电气化推进。最后,以具有双能量源、多螺旋桨和非常规动力系统配置的复杂飞机结构为例,推导了总体效率和航程方程,验证了该方法的通用性和易用性。
本文章由计算机程序翻译,如有差异,请以英文原文为准。
Universal Range Equation for Unconventional Aircraft Concepts
Rising environmental concerns has led the aviation industry around the world to set high targets to reduce carbon emission. Revolutionary concepts with unconventional propulsion systems and energy sources are seen as a necessity to achieve carbon neutrality. These include hydrogen combustion, electrified propulsion powered by batteries or hydrogen fuel cells, sustainable aviation fuels, and distributed propulsion. With several potential alternatives still being researched and developed, the path to sustainable aviation is still unclear. This research aims to develop a methodology to quickly assess different concepts based on performance as well as environmental metrics using simple analytical equations, and provide insights about the tradespace for these concepts. At the pre-conceptual design phase, a key performance indicator is the aircraft range, which takes into account the aerodynamics, propulsion and the weight of the aircraft. The objective of this paper is to propose a unified range equation that is applicable to concepts with one or more energy sources and any powertrain architecture. The mathematical equivalence of this equation to range equations derived by other authors, specifically for electrified propulsion, is demonstrated. Finally, the overall efficiency and range equations are derived for a complex aircraft architecture with dual energy sources, multiple propellers and unconventional powertrain configurations, to demonstrate the universality and ease of use of this method.
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