2018
DOI: 10.1155/2018/6873472
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Switched Cooperative Driving Model towards Human Vehicle Copiloting Situation: A Cyberphysical Perspective

Abstract: Development of highly automated and intelligent vehicles can lead to the reduction of driver workload. However, it also causes the out-of-the-loop problem to drivers, which leaves drivers handicapped in their ability to take over manual operations in emergency situations. This contribution puts forth a new switched driving strategy to avoid some of the negative consequences associated with out-of-the-loop performance by having drivers assume manual control at periodic intervals. To minimize the impact of the t… Show more

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Cited by 6 publications
(7 citation statements)
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“…The sufficient condition of the system (21) being exponentially stable is given as follows. The proof could be found in [18]. T heorem1.…”
Section: Stability Of the Systemmentioning
confidence: 89%
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“…The sufficient condition of the system (21) being exponentially stable is given as follows. The proof could be found in [18]. T heorem1.…”
Section: Stability Of the Systemmentioning
confidence: 89%
“…In [18], the authors proposed a switched control strategy under leader-following topology. The switch signal they designed is as follows: The simulation conclusions ( figure 8 and figure 18) reveal that our regulated switching signal could stabilize the system effectively.…”
Section: Comparative Experimentsmentioning
confidence: 99%
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“…The following lemma is helpful to the conclusion of this paper:Lemma [ 40 ] For any constant matrix Z>0$Z>0$, scalar τ2>τ10$\tau _2>\tau _1\ge 0$, α0$\alpha \ne 0$ and vector function x:[tτ2,tτ1]Rn$x:[t-\tau _2,t-\tau _1]\rightarrow \mathbb {R}^n$, one has eατ2eατ1αtτ2tτ1eα(st)xTfalse(sfalse)Zxfalse(sfalse)dstτ2tτ1xTfalse(sfalse)dsZtτ2tτ1xfalse(sfalse)ds.\begin{eqnarray} && {e^{\alpha \tau _2}-e^{\alpha \tau _1}\over \alpha }\int _{t-\tau _2}^{t-\tau _1}e^{\alpha (s-t)}x^T(s)Zx(s)\text{d}s\nonumber\\ &&\quad \ge\, \int _{t-\tau _2}^{t-\tau _1}x^T(s)\text{d}sZ\int _{t-\tau _2}^{t-\tau _1}x(s)\text{d}s. \end{eqnarray}…”
Section: Cps‐based Pinning Approachmentioning
confidence: 99%