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2015 European Control Conference (ECC) 2015
DOI: 10.1109/ecc.2015.7331020
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Real-time implementation of decentralized adaptive formation control on multi-quadrotor systems

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Cited by 8 publications
(2 citation statements)
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“…We employ an LS based PI scheme to estimate the uncertain inertial parameters. From the attitude dynamics Equation (1), following the procedure in [44,45], we first define a linear parametric model avoiding need for signal differentiation and the associated noise sensitivity issue by use of the stable filter 1(s+λ),3.33333ptλ>0, as follows:zφ=θφ*sans-serifΦφ,zφ=s(s+λ)φ˙,θφ*=1Jφ,sans-serifΦφ=2lKb(s+λ)(s+b)uφ, noting that the Euler rate φ˙ (obtained using the IMU and the filters in Section 3) and the control signal uφ are measurable, and l,K,b are known constant parameters.…”
Section: Adaptive Optimal Attitude Tracking Control Designmentioning
confidence: 99%
“…We employ an LS based PI scheme to estimate the uncertain inertial parameters. From the attitude dynamics Equation (1), following the procedure in [44,45], we first define a linear parametric model avoiding need for signal differentiation and the associated noise sensitivity issue by use of the stable filter 1(s+λ),3.33333ptλ>0, as follows:zφ=θφ*sans-serifΦφ,zφ=s(s+λ)φ˙,θφ*=1Jφ,sans-serifΦφ=2lKb(s+λ)(s+b)uφ, noting that the Euler rate φ˙ (obtained using the IMU and the filters in Section 3) and the control signal uφ are measurable, and l,K,b are known constant parameters.…”
Section: Adaptive Optimal Attitude Tracking Control Designmentioning
confidence: 99%
“…2) Continuous Control Law: By employing the aforementioned ideas regarding DNFs and given that A i (p i (t 0 )) for some t 0 ≥ 0, we propose a decentralized control law u i for the transition π k → i π k , as defined in Def. 3.…”
Section: A Continuous Control Designmentioning
confidence: 99%