2020
DOI: 10.1016/j.compchemeng.2020.107010
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MPC strategies based on the equivalent hydraulic model for the fast charge of commercial Li-ion batteries

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Cited by 11 publications
(7 citation statements)
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“…Therefore, combining SoX accuracy improvements with a promising prospect of merging these models with adaptive-filter methods and reduction techniques [21], P2D approaches can emerge as particularly compelling options in the field of advanced battery modeling, as Figure 4 summarizes.…”
Section: Lib Models In Bmssmentioning
confidence: 99%
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“…Therefore, combining SoX accuracy improvements with a promising prospect of merging these models with adaptive-filter methods and reduction techniques [21], P2D approaches can emerge as particularly compelling options in the field of advanced battery modeling, as Figure 4 summarizes.…”
Section: Lib Models In Bmssmentioning
confidence: 99%
“…These advancements were mainly achieved by proposing new ways of reducing the model order through asymptotic derivations of the P2D model [19], and the dimension of the relevant state-space system [20]. In this line, other studies have delved deeper into the field of P2D real-time applications, proposing even further order reductions, to enable P2D-related physical insight into BMS observers and controllers [21].…”
Section: Introductionmentioning
confidence: 99%
“…Other MPC implementations use computationally efficient algorithms like the Hildreth algorithm [32], [52], but they still require to solve the MPC problem for a sequence of inputs, which is not the case for the RG that only looks for a scalar parameter by checking a set of inequalities. All this is reflected in a lower computational load for RG schemes than MPCs as reported in [53] for fast charging.…”
Section: B Constraint Managementmentioning
confidence: 99%
“…A model predictive controller is one of the most popular frameworks to produce a well‐known CCCV profile when subjected to real‐world constraints. The conventional fast charge problem comprises of computing the input current profile that can bring the initial SOC to final SOC in minimum possible time as illustrated in Equations ()–() [40, 41]: minI[]time0.28emto0.28emchargeSOCoSOCf minI=i=0N()SOC()k+ikSOCref2 ()SOC()k+ikSOCmax…”
Section: Ev Charger Specifications For High Power Requirementmentioning
confidence: 99%