Optimal Tuning of a LQR Controlled Active Quarter Car System Using Global Best Inertia Weight Modified Particle Swarm Optimization Algorithm

Oghenenyoreme Emakpo Agbroko, E. Ogunti
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Abstract

A key factor in the design of a car is the comfort and safety of its passengers. The quarter-car suspension system is a feature of the car that ensures load-carrying capacity as well as comfort and safety. It comprises links, springs, and shock absorbers (dampers). Due to its significance, several research has been conducted, to increase its road handling and holding capability while trying to keep its cost moderate. To enhance customer comfort and load carrying, the road holding capacity of an active quarter car suspension was improved/controlled in this study, using the Global Best Inertia Weight Modified Particle Swarm Optimization Algorithm. The observation of the closed loop and open loop systems after designing and simulating on MATLAB reveals a significant improvement in the closed loop system's road holding ability compared to the open loop, in that, when the system was subjected to pothole, the deflection of sprung mass reached steady state in 37.37 seconds as opposed to 7000 seconds for the open loop.
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利用全局最佳惯性权重修正粒子群优化算法优化 LQR 控制的主动式四轮驱动车系统
汽车设计的一个关键因素是乘客的舒适性和安全性。四分车厢悬挂系统是汽车的一个特征,它能确保承载能力以及舒适性和安全性。它由连杆、弹簧和减震器(阻尼器)组成。由于其重要性,人们对其进行了多项研究,以提高其路面操控性和保持能力,同时努力保持其成本适中。为了提高客户的舒适度和承载能力,本研究采用全局最佳惯性权重修正粒子群优化算法,对主动式四轮驱动汽车悬架的路面保持能力进行了改进和控制。在 MATLAB 上对闭环和开环系统进行设计和仿真后观察发现,闭环系统的路面保持能力比开环系统有显著提高,因为当系统遇到坑洞时,弹簧质量挠度在 37.37 秒内达到稳定状态,而开环系统则需要 7000 秒。
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