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Applicability of Tricycle Modelling in the Simulation of Aircraft Steering System

机译:三轮车建模在飞机转向系统仿真中的适用性

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Aircraft nose wheel steering system is simulated on MATLAB-Simulink platform to understand the influence of tyre-ground interaction and aircraft ground dynamics on the steering behaviour of the aircraft. The aircraft steering system model generally includes the Nose Landing gear model, Aircraft Dynamics model and Tyre model. In most of the literature, bicycle modelling method is adapted with two main gears lumped together and a nose landing gear, whereas tricycle modelling method with all the three gears is more appropriate and accurate way of predicting the aircraft steering response. In the present work, the mathematical formulation for the tricycle model is developed and it is observed that the resultant equations are nonlinear and coupled, whereas the bicycle model is represented with linear and coupled equations. For the same inputs parameters, both tricycle and bicycle models are simulated. Results obtained from both the models are within 5% difference with the introduction of additional non-linearity in the tricycle modelling. Hence for aircraft with nose wheel steering, bicycle method is sufficient for predicting steering response but for the all-wheel steering system (steering on both nose and main landing gear), it is more appropriate to use the tricycle modelling method to predict the accurate steering response.
机译:Matlab-Simulink平台模拟了飞机鼻轮转向系统,了解轮胎地面相互作用和飞机地动态对飞机转向行为的影响。飞机转向系统模型通常包括鼻落着陆齿轮模型,飞机动力学模型和轮胎模型。在大多数文献中,自行车造型方法适用于两个主齿轮,其中包括两个主齿轮和鼻落着陆齿轮,而三轮车造型方法与所有三个档位更合适,准确地预测飞机转向响应。在本作工作中,开发了三轮车模型的数学制剂,观察到所得方程是非线性和耦合的,而自行车模型用线性和耦合方程表示。对于相同的输入参数,模拟三轮车和自行车模型。从两种模型获得的结果差异在三轮车建模中引入额外的非线性。因此,对于带有鼻轮转向的飞机,自行车方法足以预测转向响应,但是对于所有轮子转向系统(两个鼻子和主着陆齿轮转向),更适合使用三轮车建模方法预测准确转向回复。

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