Simulation on Gear Retraction Braking Function of Aircraft Brake System

The gear retraction braking is an important function of aircraft brake system due to the aircraft safety. This paper utilizes Simulink/MATLAB software to simulate the control logic for gear retraction braking of aircraft brake system, and introduce two control strategies to implement the gear retraction braking: open-loop control strategy and closed-loop control strategy, and also study on 2 key factors contribute to the performance of the gear retraction braking: command pressure and application time, in order to avoid the vibration caused by gear retraction barking, dynamics analyses of the brake system was carried out by using ANSYS. Two types of vibration induced by braking action: squeal vibration and chatter vibration was studied using the finite element method.

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Publication Details

Published
2024-10-18
DOI
https://doi.org/10.1109/meae62008.2024.11026566
Primary Topic
Brake Systems and Friction Analysis
Type
article
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article

Simulation on Gear Retraction Braking Function of Aircraft Brake System

Hong Yang, Weiming Lü, Bing Li, Peng Xiao
Brake Systems and Friction Analysis
article

Simulation on Gear Retraction Braking Function of Aircraft Brake System

Hong Yang, Weiming Lü, Bing Li, Peng Xiao
article en

Abstract

The gear retraction braking is an important function of aircraft brake system due to the aircraft safety. This paper utilizes Simulink/MATLAB software to simulate the control logic for gear retraction braking of aircraft brake system, and introduce two control strategies to implement the gear retraction braking: open-loop control strategy and closed-loop control strategy, and also study on 2 key factors contribute to the performance of the gear retraction braking: command pressure and application time, in order to avoid the vibration caused by gear retraction barking, dynamics analyses of the brake system was carried out by using ANSYS. Two types of vibration induced by braking action: squeal vibration and chatter vibration was studied using the finite element method.

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