2021
DOI: 10.1049/pel2.12205
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Stabilization of DC–DC buck converter with unknown constant power load via passivity‐based control plus proportion‐integration

Abstract: It is known that constant power load (CPL) may cause a negative impedance, which seriously affects the stability of power system. In this paper, a new control algorithm for DC–DC buck converter feeding unknown CPL is proposed. First, under the assumption of known extracted power load, the standard passivity–based control (PBC) is presented to reshape the system energy and compensate for the negative impedance and a proportion‐integration (PI) action around passive output is added to improve disturbance rejecti… Show more

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Cited by 19 publications
(9 citation statements)
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“…With the goal of handling the issue of unknown but constant parameters and to increase the robustness of the proposed controller scheme ( 30 ), an adaptation law based on I&I theory detailed in [ 33 , 34 ] is designed. It is well documented in the literature that this theory has been extensively applied to the design of nonlinear systems, state observers [ 45 ], stabilizing control laws [ 46 ], and parameter estimators [ 47 ]. The idea in this work is to compute both the estimation of the load conductance and of the parasite resistance and use these values in a certainty-equivalent way for the inner loop controller.…”
Section: Passivity-based Controller Designmentioning
confidence: 99%
“…With the goal of handling the issue of unknown but constant parameters and to increase the robustness of the proposed controller scheme ( 30 ), an adaptation law based on I&I theory detailed in [ 33 , 34 ] is designed. It is well documented in the literature that this theory has been extensively applied to the design of nonlinear systems, state observers [ 45 ], stabilizing control laws [ 46 ], and parameter estimators [ 47 ]. The idea in this work is to compute both the estimation of the load conductance and of the parasite resistance and use these values in a certainty-equivalent way for the inner loop controller.…”
Section: Passivity-based Controller Designmentioning
confidence: 99%
“…Other authors have implemented control using nonlinear methods such as passivity-based control, exact feedback control, and sliding mode control. These methods ensure stability properties in the sense of Lyapunov during closed-loop operation [8], [9], [19]. Even though these controllers are efficient, they rely heavily on the parameters of second-order DC-DC converters, i.e., inductors and capacitors.…”
Section: B Motivationmentioning
confidence: 99%
“…The advantages of DC systems over their AC counterparts also pose significant challenges regarding operation and control, as power electronic converters for DC applications introduce nonlinearities in grid operation. Due to forced-commutated switches, these nonlinearities are added, along with the possible presence of multiple nonlinear loads connected into the DC microgrids [8], [9], [10]. Nonlinear loads in DC networks typically correspond to the constant power terminals, where the relation between voltages and powers takes a hyperbolic form [11], [12], [13], and [14].…”
Section: Introduction a General Contextmentioning
confidence: 99%
“…Due to the presence of a DC bus in the three-port converter structure of 'RPC+storage' [9,28,29], the bus voltage fluctuation is also more severe than that of the DC side of a single RPC. In addition, when the energy storage device is operating in constant power or constant current charging state, the negative impedance characteristics of its ports lead to more prominent system stability and reliability problems [49][50][51][52]. Compared with the 'RPC+storage' structure, the proposed scheme has a simpler converter structure.…”
Section: Safety Reliability and Cost Of The Proposed Schemementioning
confidence: 99%