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Abstract

In order to solve the problem of harmonic waves caused by battery energy storage (BES) and distributed generation (DG) inverters in an active distribution network, an intelligent optimal dispatching method based on a modified flower pollination algorithm (MFPA) is proposed. Firstly, the active distribution network dispatching model considering the power quality (PQ) problem caused by BES and DG is proposed. In this model, the objective function considers the additional network loss caused by a harmonic wave, as well as the constraints of the harmonic wave and voltage unbalance. Then, the MFPA is an improvement of a flower pollination algorithm (FPA). Because the MFPA has the characteristics of higher solution accuracy and better convergence than the FPA and it is not easy to fall into local optimal, the MFPA is used to solve the proposed model. Finally, simulation experiments are carried out on IEEE 37 bus and IEEE 123 bus systems, respectively. The experimental results show that this method can achieve satisfactory power quality while optimizing the total active power loss of the branch. The comparative experimental results show that the developed algorithm has better convergence than the FPA.

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Authors and Affiliations

Haiqing Liu
Jinmeng Qu
Shanshan Yang
Yuancheng Li
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Abstract

The radial distribution system is a rugged system, it is also the most commonly used system, which suffers by loss and low voltage at the end bus. This loss can be reduced by the use of a capacitor in the system, which injects reactive current and also improves the voltage magnitude in the buses. The real power loss in the distribution line is the I2R loss which depends on the current and resistance. The connection of the capacitor in the bus reduces the reactive current and losses. The loss reduction is equal to the increase in generation, necessary for the electric power provided by firms. For consumers, the quality of power supply depends on the voltage magnitude level, which is also considered and hence the objective of the problem becomes the multi objective of loss minimization and the minimization of voltage deviation. In this paper, the optimal location and size of the capacitor is found using a new computational intelligent algorithm called Flower Pollination Algorithm (FPA). To calculate the power flow and losses in the system, novel data structure load flow is introduced. In this, each bus is considered as a node with bus associated data. Links between the nodes are distribution lines and their own resistance and reactance. To validate the developed FPA solutions standard test cases, IEEE 33 and IEEE 69 radial distribution systems are considered.

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Authors and Affiliations

V. Tamilselvan
T. Jayabarathi
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Abstract

To keep genetic diversity, flowering plants have developed a self-incompatibility system, which can prevent self-pollination.

It has been reported that calcium concentration in pistil papilla cells was increased after self-pollination

in transformed self-incompatible Arabidopsis thaliana. In this study, we found that CML27 changed its expression

level for both mRNA and protein when compared to transcriptome and proteome. At the same time, CML27 was

expressed in the anther and pistil at a high level and reached up to 5-fold up-regulated expression in the pistil

at 1 h post-pollination when compared to 0 min. In order to find out potential proteins that may interact with

BoCML27, BoCML27 was expressed in and isolated from E. coli. After its co-incubation with Brassica oleracea

pistil proteins, the products were separated on SDS-PAGE gels. We found a specific band at the position between

130–180 kDa. Through LC-MS-MS (Q-TOF) analysis, eight proteins were identified from the band. The proteins

include 26S proteasome non-ATPase regulatory (26S), Phospholipase D, alpha 2 (PLDα2) involved in Ca2+ binding

and Coatomer subunit alpha-2-like (Coatomer) involved in vesicle mediated transport. All of these identified

proteins provide new insights for the self-incompatibility response in B. oleracea, specific for increasing Ca2+

concentration in pistil papilla cells.

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Authors and Affiliations

Xiao Ping Lian
Jing Zeng
He Cui Zhang
Xiao Hong Yang
Liang Zhao
Li Quan Zhu

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