2020
DOI: 10.1109/access.2020.3024935
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Duty-Cycle Predictive Control of Quasi-Z-Source Modular Cascaded Converter Based Photovoltaic Power System

Abstract: A duty-cycle predictive control is proposed for dc grid integration of front-end isolated quasi-Z-source modular cascaded converter (qZS-MCC) photovoltaic (PV) power system. The post-stage qZS half-bridge dc-dc converter deals with PV maximum power point tracking, dc grid integration, and dc-link voltage balance; whereas, the front-end isolation converters operate at a constant duty cycle of 50%. Thus, it saves control hardware resources while overcoming challenges from PV-panel voltage variations and dcbus vo… Show more

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Cited by 13 publications
(7 citation statements)
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“…Basically, the number is limited by the number of possible states of the constant power supply, that from the status of the power converter operation, in which the above process allows to predict the next time status [26]. The predicted values calculated the state of the correct switching action and was selected by the cost function [27]. The control technique can be summarized as follows: The purpose of MPC is to limit the error between the measured current and the reference current.…”
Section: Mppt and Inverter Designmentioning
confidence: 99%
“…Basically, the number is limited by the number of possible states of the constant power supply, that from the status of the power converter operation, in which the above process allows to predict the next time status [26]. The predicted values calculated the state of the correct switching action and was selected by the cost function [27]. The control technique can be summarized as follows: The purpose of MPC is to limit the error between the measured current and the reference current.…”
Section: Mppt and Inverter Designmentioning
confidence: 99%
“…The step size in all of these algorithms is constant, and its precise determination is important, because the small size of the step decreases the speed of the MPP tracking, and its large size increases the oscillations around the MPP. To solve this problem, the authors implemented many ideas by modifying common algorithms [18][19][20], for example, the developed P&O algorithm [21] and the modified InC method [22], the self-adaptive incremental conductance algorithm [23], the low-cost improved incremental conductance algorithm [17], etc. In all of these methods, by improving the performance of the system under steady-state conditions, the performance of the system under dynamic conditions is reduced.…”
Section: Introductionmentioning
confidence: 99%
“…In the former approach, the PV system is optimized by choosing either a distributed power VOLUME 4, 2016 conversion stage or a centralized power converter. Several methods of distributed MPPT are utilised in [6], [7], where separate converters are proposed for each PV module. But this increases the system cost and leads to coordinationrelated-reliability concerns, making the overall system complex.…”
Section: Introductionmentioning
confidence: 99%
“…The last class of GMPPT includes control-based methods such as constant input power control [40], but this method suffers from power loss due to a low voltage operation when power command exceeds the instantaneous system availability. Second such method is introduced in [6] where proportional-integral (PI) controllers are used in each distributed inverter to track individual peaks of each PV module, leading to increased component count and reliability issues.…”
Section: Introductionmentioning
confidence: 99%