2019
DOI: 10.3390/wevj10040075
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Analysis of Optimal Battery State-of-Charge Trajectory for Blended Regime of Plug-in Hybrid Electric Vehicle

Abstract: Plug-in hybrid electric vehicles (PHEV) typically combine several power sources, which call for the use of optimal control strategy design techniques. The PHEV powertrain efficiency can be improved if the battery is gradually discharged by blending fully electric and hybrid driving modes during the whole trip. Here, the battery state-of-charge (SoC) trajectory profile is of particular importance to achieving near-optimal powertrain operation. In order to reveal optimal patterns of SoC trajectory profiles, nume… Show more

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Cited by 5 publications
(5 citation statements)
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“…The reconstructed SoC trajectory shown in Figure 5c indicates linear trends in discharging and charging segments for all, quite distinctive road grade profiles. This means that the peak values of SoC gradients were effectively minimized, which minimized battery and generally electric path power losses [25].…”
Section: Optimization Resultsmentioning
confidence: 99%
“…The reconstructed SoC trajectory shown in Figure 5c indicates linear trends in discharging and charging segments for all, quite distinctive road grade profiles. This means that the peak values of SoC gradients were effectively minimized, which minimized battery and generally electric path power losses [25].…”
Section: Optimization Resultsmentioning
confidence: 99%
“…Based on the observation that the optimal SoC trajectory has a linear, i.e., shortest length form, it may be hypothesized that the optimality of SoC trajectory is related to its length when expressed with respect to travelled distance. This is further analyzed in Appendix B (for more details see [28]). = 50%, = 50% (Figure 8b,d).…”
Section: Optimization Resultsmentioning
confidence: 99%
“…The battery losses have quadratic dependence with respect to battery current (i.e., E batt,loss = I batt 2 Rdt) and they are dissipated as a heat on the internal battery resistance (see Figure 3a). Due to this quadratic energy loss dependence, from the battery perspective the optimal discharging from initial to final SoC is related to constant current condition, which finally results in the SoC trajectory of minimum length (this can be easily proven by using Jensen's inequality applied to the convex function describing total battery losses; see [28] for more details). While the M/G machine losses depend on the M/G machine efficiency map (see Figure 2b), they usually dominantly relate to quadratic Ohmic losses similarly as in the battery case.…”
Section: Discussionmentioning
confidence: 99%
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“…Therefore, fast charging stations and belonging transformer substations can be installed at end stations to provide bus recharging, while otherwise the available The charging process is managed by taking into account the requirements on satisfying the departure schedule, minimising battery power loss and respecting the grid power constraints. According to [26,27], the battery energy loss is minimised by demanding a linear change of SoC all over the remaining charging interval ∆T ch = t f − t k . Therefore, the SoC rate is updated in each sampling instant k according to:…”
Section: Obtaining Of Near-optimal Charging System Configurationsmentioning
confidence: 99%