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H∞ Control Of Active Suspension Systems In Finite Frequency Domain

Loubna Mrabah

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Paperback / softback
17 June 2020
RRP: $64.08
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This book considered the H∞ control problem for vehicle active suspension systems (the quarter vehicle model, the vertical model of half-vehicle, the vertical model of Full-vehicle) over a finite frequency domain, since these systems aim the improvement of the vehicle ride comfort, also we design a state-return controller based on linear matrix inequalities (LMIS) such as the resulting closed-loop system is asymptotically stable. Based on the generalized Kalman_Yacubovich_Popov(GKYP) Lemma. The H∞ performance is analyzed to measure the ride comfort of the vehicle and to improve the ride comfort, the H∞ norm is decreased in specific frequency band [4 8] hz. Our theoretical methods are formulated as a linear matrix inequalities(LMIS). The theoretical results are illustrated as simulation results to show the effectiveness of the proposed method.

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RRP: $64.08
$52.00
In Stock: Ships in 3-5 Days
In Stock: Ships in 7-9 Days
Hurry up! Current stock:

H∞ Control Of Active Suspension Systems In Finite Frequency Domain

RRP: $64.08
$52.00

Description

This book considered the H∞ control problem for vehicle active suspension systems (the quarter vehicle model, the vertical model of half-vehicle, the vertical model of Full-vehicle) over a finite frequency domain, since these systems aim the improvement of the vehicle ride comfort, also we design a state-return controller based on linear matrix inequalities (LMIS) such as the resulting closed-loop system is asymptotically stable. Based on the generalized Kalman_Yacubovich_Popov(GKYP) Lemma. The H∞ performance is analyzed to measure the ride comfort of the vehicle and to improve the ride comfort, the H∞ norm is decreased in specific frequency band [4 8] hz. Our theoretical methods are formulated as a linear matrix inequalities(LMIS). The theoretical results are illustrated as simulation results to show the effectiveness of the proposed method.

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