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Derivation and Analysis of a State-Space Model for Transient Control of Liquid-Propellant Rocket Engines

机译:液体火箭发动机瞬态控制的状态空间模型的推导与分析

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A dynamic model of a liquid-propellant rocket engine has been developed in this paper, with the future purpose of meeting the more demanding requirements of rocket-engines control forced by the new reusability scenarios. This transientrepresentative modelling approach has been carried out in two phases: initially the purely thermodynamic modelling and subsequently its adaptation to the control framework. The former was tackled by building first a representative simulator of the well-known Vulcain engine. The differential equations considered come from mass, momentum and energy conservation equations and from turbo-pump dynamics. In general, macroscopic behavior at component and system levels is considered. Once this simulator started to provide satisfactory results, it was translated into a state-space model for control by symbolically joining all components' equations, which led to a set of differential equations capturing system's global behaviour. Its states consist in mass flows, pressures, temperatures and shaft rotational speeds. The available actuators are five continuously-controllable valves, one binary igniter and one binary starter. That combination of continuous and discrete features forces the definition of a hybrid system in the control sense. The analysis of its dynamic characteristics points to a good controllability of thrust via the gas-generator injection valves, and of mixture ratio via the turbines' flow-distribution valve.
机译:本文开发了液体推进火箭发动机的动力学模型,其未来目的是满足在新的可重用性场景下对火箭发动机控制提出的更高要求。这种瞬态代表建模方法已分两个阶段进行:首先是纯热力学建模,然后是其对控制框架的适应。前者是通过首先构建著名的Vulcain引擎的代表性模拟器来解决的。所考虑的微分方程来自质量,动量和能量守恒方程以及涡轮泵动力学。通常,考虑组件和系统级别的宏观行为。一旦该模拟器开始提供令人满意的结果,就可以通过符号化连接所有组件的方程式将其转换为状态空间模型以进行控制,从而得到一组捕获系统整体行为的微分方程式。其状态包括质量流量,压力,温度和轴转速。可用的执行器是五个可连续控制的阀,一个二元点火器和一个二元起动器。连续特征和离散特征的组合在控制意义上强制了混合系统的定义。对它的动态特性的分析表明,通过气体发生器喷射阀可以很好地控制推力,而通过涡轮机的流量分配阀可以很好地控制混合比。

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