Dissertations / Theses on the topic 'Optimal distribution of dividends'
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Lu, Bing. "Calibration, Optimality and Financial Mathematics." Doctoral thesis, Uppsala universitet, Matematiska institutionen, 2013. http://urn.kb.se/resolve?urn=urn:nbn:se:uu:diva-209235.
Full textAjaja, Adile. "Distribution network optimal reconfiguration." Thesis, McGill University, 2012. http://digitool.Library.McGill.CA:80/R/?func=dbin-jump-full&object_id=110641.
Full textCe mémoire de thèse rend compte des produits d'activités de recherche menée relativement à la Reconfiguration Optimale (RO) de réseaux de distribution par Programmation Linéaire en Variables Mixtes (PLVM). Dans un contexte de conduite de réseau, la RO s'applique à déterminer l'état ouvert/fermé optimal des interrupteurs, disjoncteurs, condensateurs et producteurs distribués, avec objectif d'opérer à un niveau de pertes minimum un réseau de distribution radial. La RO s'applique également, dans un contexte de planification, à identifier l'emplacement optimal sur le réseau d'interrupteurs, disjoncteurs et condensateurs visant le maintien, sur le long terme, des pertes à un niveau minimum. Les principaux résultats de cette recherche sont: (i) le développement d'un modèle unifilaire simplifié de réseau de distribution pour la Reconfiguration Optimale; (ii) le développement d'un modèle d'écoulement de puissance linéaire avec variables contrôlant l'état des lignes, adapté autant pour l'écoulement de puissance actif que réactif; (iii) le développement de l'algorithme HYPER capable d'identifier l'état ouvert/fermé optimal (minimum de pertes) des interrupteurs, disjoncteurs, condensateurs et producteurs distribués; (iv) une extension de l'algorithme HYPER permettant de déterminer l'emplacement optimal (minimum de pertes) d'interrupteurs, disjoncteurs, condensateurs et producteurs distribués; (v) la représentation des pertes via hyperplans-porteurs permettant la linéarisation complète du problème RO et sa résolution par l'emploi de solveurs PLVM performants et commercialement disponibles tels que CPLEX.Mots clés: Réseau de distribution, Reconfiguration Optimale, RO, Minimisation des pertes, Programmation Linéaire en Variables Mixtes, PLVM, Recherche opérationnelle, Modèle de réseau linéaire, Écoulement de puissance linéaire, Hyperplans-porteurs, Optimisation temps réel, Interrupteur, Disjoncteur, Condensateur, Producteur privé, Exploitation, Conduite, Planification.
Fletcher, Robert Henry. "Optimal distribution system horizon planning /." Thesis, Connect to this title online; UW restricted, 2007. http://hdl.handle.net/1773/6018.
Full textMelovic, Dejan. "Optimal distribution network design policy." Thesis, University of Manchester, 2005. http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.557289.
Full textKhelifa, Abdelghafor. "Design of optimal distribution networks." Thesis, Imperial College London, 1990. http://hdl.handle.net/10044/1/46391.
Full textScheer, Natalie [Verfasser], Hanspeter [Akademischer Betreuer] Schmidli, and Josef [Akademischer Betreuer] Steinebach. "Optimal stochastic control of dividends and capital injections / Natalie Scheer. Gutachter: Hanspeter Schmidli ; Josef Steinebach." Köln : Universitäts- und Stadtbibliothek Köln, 2011. http://d-nb.info/1038065259/34.
Full textBester, P. G. "Shareholder distribution choices for industrial companies listed on the JSE : share buybacks versus dividends." Thesis, Stellenbosch : Stellenbosch University, 2008. http://hdl.handle.net/10019.1/8443.
Full textENGLISH ABSTRACT: Repurchasing of shares by South African companies were legalised on 1 July 1999. This introduced an alternative to dividends for distributing cash to shareholders. Although dividends and share repurchases realise the same value in a perfect efficient market, the inefficiencies of the South African stock market require managers to carefully evaluate factors like taxation and stock price valuation when selecting appropriate distribution methods. This research report aims to update shareholder distribution trends for industrial JSE listed companies over the past 10 years in order to determine the impact of share repurchases on dividend payouts. Furthermore, this research report examines the factors that may have had an impact on shareholder distribution choices in order to provide some guidelines for choosing appropriate distribution methods. An initial analysis of SENS share repurchase announcements revealed that 121 JSE listed companies repurchased about R50 billion worth of shares up to 30 June 2007. The bulk of the shares, 65% by value, were repurchased on the open market, while 35% was repurchased through specific fixed price offers. However, a comparison of accurate share repurchase data obtained from a sample of company annual reports, indicate that repurchase announcements understate actual repurchases by more than 20% on average. Further analysis of distribution trends were therefore based on actual repurchase data published in annual reports rather than SENS announcements. After the legalisation of share repurchases in South Africa, a decline in dividend paying companies was expected similar to that experienced by the United States since the 80's. However, a detailed analysis of 132 industrial listed companies indicated that the proportion of dividend paying companies increased from a level of 50% to almost 75% since the introduction of share repurchases. On the other hand, the proportion of companies repurchasing shares initially rose to over 25%, but then declined to below 20% by 2007. Ordinary dividends are the dominant shareholder distribution choice with 64% of companies opting for this method. Open market share repurchases have been well adopted with 17% of companies using this method, while only 5% and 4% of companies using special dividends or specific repurchases respectively. Dividends paid out of share premium (capital distributions) have also emerged as a favourite over recent years with almost 20% of companies using this shareholder distribution method. Current tax legislation do not provide all the advantages usually enjoyed by share repurchases internationally and have largely prevented dividends from being substituted by share repurchases. The decline in share repurchases up to 2007 also indicates that share repurchases become less effective as share prices increase to overvalued levels. While tax implications and stock price valuation remain the dominant determinants of shareholder distribution choice, this study shows that shareholder diversity, dividend preferences, size of distribution, and BEE requirements also have significant influences on the choice of distribution method in the South African context.
AFRIKAANSE OPSOMMING: Die terugkoop van aandele deur Suid-Afrikaanse maatskappye is wettig sedert 1 Julie 1999. Dit het 'n alternatief tot dividende in werking gestel om kontant aan aandeelhouers uit te keer. Alhoewel dividende en aandele-terugkoop dieselfde waarde in 'n perfekte doeltreffende mark realiseer, vereis die tekortkominge van die Suid-Afrikaanse aandelemark dat bestuurders faktore soos belasting en aandeelpryswaardasie versigtig moet oorweeg tydens die keuse van geskikte uitkeringsmetodes. Die doelwit van hierdie navorsingsverslag is om die tendense van uitkerings aan aandeelhouers te hersien vir industriele JSE-genoteerde maatskappye oor die laaste 10 jaar om sodoende die effek van aandele-terugkope op dividenduitbetalings te bepaal. Verder ondersoek hierdie navorsingsverslag ook die faktore wat moonlik 'n invloed op aandeelhouers-uitkeringskeuses gehad het, om sodoende riglyne vir die keuse van geskikte uitkeringsmetodes saam te stel. 'n Voorlopige analise van SENS-terugkoopaankondigings toon dat 121 JSE-genoteerde maatskappye ongeveer R50 miljard se aandele teruggekoop het tot en met 30 Junie 2007. Die grootste gedeelte van hierdie aandele, 65% se waarde, is op die ope mark teruggekoop terwyl 35% deur spesifieke vasteprys terugkope verkry is. 'n Vergelyking met terugkoopsyfers wat uit 'n steekproef van maatskappyjaarverslae geneem is, dui egter daarop dat aankondigings die ware terugkope met gemiddeld 20% onderskat. Verdere ontleding van aandeelhouers-uitkeringstendense word derhalwe gebaseer op syfers wat in jaarverslae gepubliseer is, eerder as SENS-aankondigings. Na die wettiging van aandele-terugkoop in Suid-Afrika, is verwag dat dividenduitbetalings sou daal soortgelyk aan dit wat in die Verenigde State ondervind is sedert die 80's. Die ondersoek van 132 genoteerde industriele maatskappye toon egter dat die persentasie van maatskappye wat dividende betaal van 50% tot bykans 75% toegeneem het sedert aandele-terugkoop 'n beskikbare opsie is. In teenstelling hiermee, het die persentasie maatskappye wat aandele terugkoop aanvanklik tot 25% gestyg, maar sedertdien afgeneem tot onder 20% teen 2007. Gewone dividende is die gewildste aandeelhouers-uitkeringsmetode met 64% van maatskappye wat van hierdie metode gebruik maak. Aandele-terugkope op die ope mark is goed verteenwoordig met 17% van maatskappye wat van hierdie metode gebruik gemaak het, terwyl slegs 5% en 4% van maatskappye onderskeidelik van spesiale dividende en spesifieke aandele-terugkope gebruik gemaak het. Dividende uit aandelepremie (kapitaaluitkerings) het ook na vore getree as 'n gunsteling keuse in die laaste paar jaar met bykans 20% van maatskappye wat hierdie uitkeringsmetode gebruik het. Huidige belastingswetgewing bied nie al die belastingvoordele aan aandele-terugkope wat normaalweg deur internasionale maatskappye benut word nie en het grotendeels verhoed dat dividende deur aandele-terugkoop vervang is. Die afname in aandeleterugkope tot en met 2007 is ook 'n aanduiding dat dit minder effektief raak soos wat aandeelpryse oor gewaardeerde vlakke styg. Terwyl belasting-oorwegings en aandeelpryswaardasies steeds die dominante drywers van aandeelhouersuitkeringskeuses bly, bevind hierdie studie dat faktore soos aandeelhouers se diversiteit, dividendvoorkeure, grootte van uitkerings, en vereistes van swart ekonomiese bemagtiging ook 'n noemenswaardige invloed op uitkeringskeuses binne die Suid-Afrikaanse konteks het.
Okraszewski, Tomasz M. "Optimal concepts for the distribution cable networks /." Aachen : Shaker, 2008. http://d-nb.info/990542262/04.
Full textHuang, Fengqin 1975. "Optimal Grain Production and Distribution in China." Thesis, North Dakota State University, 2006. https://hdl.handle.net/10365/29908.
Full textCheng, Mingliang. "Corporate valuation and optimal operation under liquidity constraints." Thesis, University of Manchester, 2016. https://www.research.manchester.ac.uk/portal/en/theses/corporate-valuation-and-optimal-operation-under-liquidity-constraints(9dbf048a-87e0-434d-aac5-b5bd6b6963c8).html.
Full textZhong, Qinghui. "Optimal operations of large scale water distribution systems." Diss., The University of Arizona, 1994. http://hdl.handle.net/10150/187025.
Full textARROMATE, CLAUDIO JOSE COUTINHO. "A MODEL FOR OPTIMAL LOCATION OF DISTRIBUTION CENTERS." PONTIFÍCIA UNIVERSIDADE CATÓLICA DO RIO DE JANEIRO, 1997. http://www.maxwell.vrac.puc-rio.br/Busca_etds.php?strSecao=resultado&nrSeq=8656@1.
Full textAs necessidadeS de ganhos de escala para diluir custos fixos de produção, aliadas a grande segmentação e criação de novos mercados faz com que cada vez mais seja preciso produzir em quantidades maiores e vender em quantidades menores; Pressões para para redução de estoques, de produtos acabados e insumos em todos os elos da cadeia; Localização do centro produtor cada vez mais distante do centro consumidor, em função de benefícios fiscais, de infra-estrutura e respeito ao meio-ambiente, fazem do conceito centro de distribuição um dos tópicos mais importantes no gerenciamento da cadeia logística de qualquer empresa, e matéria obrigatória na literatura sobre as várias formas de implementação, e a viabilidade econômica de tais alternativas como forma de agregar valor ao negócio. Independente do modelo a ser adotado, é questão relevante a sua localização. E esta contempla variáveis como o custo de distribuição em função das distâncias ao centro consumidor e centro produtor; custos do estoque e manuseio em função do giro previsto, custos fixos de operação fabris e de armazém, além da necessidade de previsão e dispersão da demanda do item a ser distribuído. Outras variáveis que precisam ser contempladas na prática são as questões tributárias, disponibilidade / qualificação de mão de obra, equipamentos de transporte e questões mercadológicas envolvendo o produto e o consumidor a ser atingido. Escolheu-se uma técnica especifica e facilmente executável em softwares comerciais para cada classe de problemas: Modelo de previsão de vendas - foi desenvolvido um modelo de regressão dinâmica e utilizado o software FORECAST MASTER ; Algoritmo de caminho mais curto para cálculo do custo de distribuição - foi implementado o Algoritmo de Djkstra de caminho mais curto; Modelo para localização e tamanho dos centros de distribuição - foi desenvolvido um modelo de programação inteira mista utilizando o algoritmo de Branch and Bound, implementando no software OSL. Com o intuito de avaliar a performance frente a outras técnicas existentes são vistos sucintamente técnicas de alisamento exponencial (Holt-Winters), o método de Box e Jenkins, com relação ao cálculo de distâncias, os algoritmo de caminho mais curto de Fran Out, formulação como problema de fluxo em redes - cálculo dofluxo de custo mínimo; Em relação ao modelo matemático de localização, um modelo de programação inteira alternativo que é a utilização de plano de cortes. Todas as técnicas foram aplicadas aos dados de uma empresa de bens de consumo de abrangência nacional, cuja distribuição dá-se através de distribuidores de distribuidores independentes que compram os produtos e os retiram nas fábricas produtoras, para posterior revenda aos pontos de venda ao consumidor final, como supermercados, lanchonetes, postos de gasolina, bares, etc. Este estudo serviu como ferramenta prática na tomada da decisão da companhia de localizar seus centros de distribuição.
Gain of scale needsin order to decrease production fixed costs, in addition with large segmentation and the appearing of new markerts, makes more and more important to produce in high quantities and on the other hand to sell in small selling quantities. The inventory costs, and inventory levels, of finished goods and raw materials in the whole supply chain; the plants location more and more far from the consumer´s center (due to tax benefits, infra- structure and environment implications); makes the distribuition center concept one of the most important issues in the supply chain management of any company. This is also a very important subject on the literature, about the many ways of implementation, economic viability of each alternative, and a way to add value to the business. No matter the model is going to be used, it is very a impportant question, the location. And this is envolves distribuition costs, inventory costs, warehousing and handling costs, operations fixed and variable costs, and further the demand forecast of each SKU. Another variables that need to be considered in practice are the legal implications, mão de obra, Real State, transportation equipments and merchandising issues, envolving the product and the target consumer. Such a specific and software easy run technique was chosen for each class of problems: Sales Forecast Model - A Dinamic regression model was developed and the software Forecast Master was used. Shortest path algorithm. Distribuition Center location and size model - A mixed integer program was developed using Branch-and-Bound technique, implemented with OSL software. In order to evaluate the algorithms performance in comparison with other avaible techniques, will be mentioned another models: Demand Forecast - The Exponential Smoothing technique (holt-Winters), and the Box and Jenkins method. About the distances between points - Fan out shortest path algorithm, and the formulation of the shortest path problem stated as a minimum cost flow algoritm. About the Distribuition center location and size model, Such a alternative Integer program approach was tried: the cutting planes. All the tecniques were applied using a countywide bens de consumo company database, whose distribuition is made through independents distributors that buy and pick the products directly in the production plant, and after selling to the final consumer or point of sales in general. This study was used as a tool in practice in the company Distribuition center location decision making.
Simmons, Craig A. (Craig Alexander). "Optimal surface coating distribution on a femoral endoprosthesis." Thesis, Massachusetts Institute of Technology, 1994. http://hdl.handle.net/1721.1/37512.
Full textSingh, Manish K. "Optimal Operation of Water and Power Distribution Networks." Thesis, Virginia Tech, 2018. http://hdl.handle.net/10919/86860.
Full textMaster of Science
The advent of smart cities has promoted research towards interdependent operation of utilities such as water and power systems. While power system analysis is significantly developed due to decades of focused research, water networks have been relying on relatively less sophisticated tools. In this context, this thesis develops Advanced efficient computational tools for the analysis and optimization for water distribution networks. Given the consumer demands, an optimal water flow (OWF) problem for minimizing the pump operation cost is formulated. Developing a rigorous analytical framework, the proposed formulation provides significant computational improvements without compromising on the accuracy. Explicit network conditions are provided that guarantee the optimality and feasibility of the obtained OWF solution. The developed formulation is next used to solve two practical problems: the water flow problem, that solves the complex physical equations yielding nodal pressures and pipeline flows given the demands/injections; and an OWF problem that finds the best operational strategy for water utilities during power outages. The latter helps the water utility to maximize their service time during power outages, and helps power utilities better plan their restoration strategy. While the increased instrumentation and automation has enabled power utilities to better manage restoration during outages, finding an optimal strategy remains a difficult problem. The operational and coordination requirements for the upcoming distributed resources and microgrids further complicate the problem. This thesis develops a computationally fast and reasonably accurate power distribution restoration scheme enabling optimal coordination of different generators with optimal islanding. Numerical tests are conducted on benchmark water and power networks to corroborate the claims of the developed formulations.
Daldal, Mustafa. "Optimal Allocation Of Sectionalizing Switches In Rural Distribution Systems." Master's thesis, METU, 2012. http://etd.lib.metu.edu.tr/upload/12613947/index.pdf.
Full textGuler, Hazal, and Camilla Tedgren. "Establishing the Optimal Tariff in Rural Electricity Distribution Networksy." Thesis, KTH, Elektriska energisystem, 2009. http://urn.kb.se/resolve?urn=urn:nbn:se:kth:diva-119253.
Full textIqbal, Qamar. "Optimal distillers distribution planning in an ethanol supply chain." Thesis, Wichita State University, 2008. http://hdl.handle.net/10057/2102.
Full textWichita State University, College of Engineering, Dept. of Industrial and Manufacturing Engineering
Includes bibliographic references (leaves 93-98)
Khomsi, Driss. "Optimal design of water distribution networks with reliability considerations." Thesis, City University London, 1994. http://openaccess.city.ac.uk/7414/.
Full textXu, Chengchao. "Optimal operation and reliability evaluation of water distribution systems." Thesis, Heriot-Watt University, 1990. http://hdl.handle.net/10399/896.
Full textDolloff, Paul A. "Optimization in electrical distribution systems : Discrete Ascent Optimal Programming /." Diss., This resource online, 1996. http://scholar.lib.vt.edu/theses/available/etd-06062008-151439/.
Full textIqbal, Qamar Yldirim Mehmet Bayram. "Optimal distillers distribution planning in an ethanol supply chain." A link to full text of this thesis in SOAR, 2008. http://hdl.handle.net/10057/2102.
Full textCopyright 2008 by Qamar Iqbal. All Rights Reserved. Includes bibliographical references (leaves 93-98).
Ahn, Taejin. "Optimal design of municipal and irrigation water distribution systems." Diss., Virginia Tech, 1993. http://hdl.handle.net/10919/38649.
Full textPh. D.
SUBRAMANIAM, PRATHIBA. "OPTIMAL LOCATIONS OF BOOSTER STATIONS IN WATER DISTRIBUTION SYSTEMS." University of Cincinnati / OhioLINK, 2001. http://rave.ohiolink.edu/etdc/view?acc_num=ucin1005757573.
Full textBuhari, Muhammad. "Reliability assessment of ageing distribution cable for replacement in 'smart' distribution systems." Thesis, University of Manchester, 2016. https://www.research.manchester.ac.uk/portal/en/theses/reliability-assessment-of-ageing-distribution-cable-for-replacement-in-smart-distribution-systems(e253c774-b5e3-4872-9139-894e7df553f0).html.
Full textDe, Schaetzen Werner. "Optimal calibration and sampling design for hydraulic network models." Thesis, University of Exeter, 2000. http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.322278.
Full textFehr, Ralph E. "An integrated optimal design method for utility power distribution systems." [Tampa, Fla.] : University of South Florida, 2005. http://purl.fcla.edu/fcla/etd/SFE0001356.
Full textHjort, Mattias. "Bestämning av optimal fordonspark -Distribution av bitumen vid Nynäs AB." Thesis, Linköping University, Department of Mathematics, 2005. http://urn.kb.se/resolve?urn=urn:nbn:se:liu:diva-2903.
Full textNynas produces bitumen at two refineries in Sweden. The bitumen is shipped to seven depots along the swedish coast line, and from the depots special trucks handle the transportation to customers. Recently Nynas has transformed its supply chain and closed down a few depots. At the moment the company is considering a further reduction of the number of depots. In connection to these discussions an analyse of the companys distributionsystem and of possible changes is required. In this thesis an optimization model is developed that simulates Nynas distribution of bitumen from the depots to the customers. The model is used to investigate the required vehicle fleet size for a number of different scenarios, that is with different depots closed down. The question to be answered is, thus, what depots could be closed without any dramatic increase in the required vehicle fleet size? Scenarios where customers are allocated an increased storage capacity are also studied.
The distribution model that is developed is an inventory route planning problem. It is solved by column generation. Each column represents a route and is generated by a subproblem with restrictions on permitted working hours for the truck drivers. Integer solutions are generated heuristically.
Simulations that have been performed with the model reveals interesting differences concerning how the distribution is handled in different parts of Sweden. In western Sweden the transportation planning works well, but the distribution in the central parts of the country could be planned in a better way. Results from simulations also show that the depots in Norrköping and Västerås could be closed down without increasing the vehicle fleet. Probably, the existing vehicle fleet size will be sufficient even with the Kalmar-depot closed down. Nevertheless, Nynas transportation suppliers will have to purchase new vehicles if the Sandarne-depot is to be closed.
Another interesting conclusion that can be drawn from this thesis is that there is a potential for reducing the vehicle fleet size if the storage capacity is increased at a few chosen customers. A considerably small increase in the storage capacity at a few big customers that are located far from the depots will have a great effect.
Ekmarker, Linda. "Frequency Control : Optimal distribution of FCR-N in real-time." Thesis, Uppsala universitet, Elektricitetslära, 2014. http://urn.kb.se/resolve?urn=urn:nbn:se:uu:diva-230897.
Full textOkraszewski, Tomasz M. [Verfasser]. "Optimal Concepts For The Distribution Cable Networks / Tomasz M Okraszewski." Aachen : Shaker, 2008. http://d-nb.info/1161304991/34.
Full textKahler, Jens. "Optimal sizing and operational scheduling of water distribution network components." Thesis, De Montfort University, 2006. http://ethos.bl.uk/OrderDetails.do?uin=uk.bl.ethos.433258.
Full textParidari, Kaveh. "Optimal and Resilient Control with Applications in Smart Distribution Grids." Licentiate thesis, KTH, Reglerteknik, 2016. http://urn.kb.se/resolve?urn=urn:nbn:se:kth:diva-191307.
Full textQC 20160830
Gotzig, Bernhard. "Recherche du schéma optimal d'exploitation d'un réseau de distribution électrique." Grenoble INPG, 1997. http://www.theses.fr/1997INPG0209.
Full textThe aim of this thesis is the exploration of the do main of the optimisation of the radial topology of a distribution system for different operation states on a real time basis. We have therefore developed several powerful computation utilities, especially a unified approach which may be used both for the optimisation in the normal state and for finding a restoration plan for the isolated llnfalllted areas in the case of an OLltage of an element in the network. In arder to satisfy the real time constraint, we have L1sed heuristic methods which permit the global optimum to be approached effeciently within a very short computation time. The verification of the results obtained by the heuristic methods is done using optimisation methods which are more dedicated for the research of the global optimum. In validating the proposed method with reallarge scale distribution networks, we have shown the efficiency of our approach in both computation time and the quality of the results
Ghaweta, Ahmad. "OPTIMAL DISTRIBUTION FEEDER RECONFIGURATION WITH DISTRIBUTED GENERATION USING INTELLIGENT TECHNIQUES." UKnowledge, 2019. https://uknowledge.uky.edu/ece_etds/134.
Full textPark, Suwan. "An Optimal Pipe Replacement Scheduling Model for Water Distribution Systems." Diss., Virginia Tech, 2000. http://hdl.handle.net/10919/26171.
Full textPh. D.
Nassery, Fatehullah. "Optimal Sizing and Placing of Distributed Generation in Distribution Networks." Kansas State University, 2017. http://hdl.handle.net/2097/35325.
Full textDepartment of Electrical and Computer Engineering
Anil Pahwa
Due to the ongoing changes in the structure of the electricity markets, distribution networks have developed an appealing potential for housing distributed generation (DG). In order to make the most out of the present distribution network, this project report verifies the results and method developed in a paper (Optimal Allocation of Embedded Generation on Distribution Networks) by A. Kean and M. O’Malley, which discusses an efficient way of incorporating DG in the current power system. The methodology under consideration elaborates on how certain constraints should be adopted that will lead toward optimally sizing and placing DG in the network under examination. Along with that, the effect of voltage rise and short circuit current are observed which shows that a certain allocation to some buses will cause a sudden rise in voltage and short circuit levels throughout the network. Furthermore, the adopted methodology with its relative constraints is solved using linear programming. Linear programming provides a more accurate allocation than its heuristic counterparts when it comes to embedding DG in smaller networks. The adopted methodology is then applied to a section of the Irish rural distribution network and the results pinpoint that appropriate placement of the DG will pave the way toward higher levels of penetration. The results obtained showed the same pattern as those recorded in the aforementioned source paper, there were only minor differences that are the result of using different software’s than those that were used by the authors of the paper.
Weerasinghe, Handuwala Dewage Dulan Jayanatha. "Planning optimal load distribution and maximum renewable energy from wind power on a radial distribution system." Diss., Kansas State University, 2015. http://hdl.handle.net/2097/28714.
Full textElectrical and Computer Engineering
Ruth D. Miller
Optimizing renewable distributed generation in distribution systems has gained popularity with changes in federal energy policies. Various studies have been reported in this regard and most of the studies are based on optimum wind and/or solar generation planning in distribution system using various optimization techniques such as analytical, numerical, and heuristic. However, characteristics such as high energy density, relatively lower footprint of land, availability, and local reactive power compensation ability, have gained increased popularity for optimizing distributed wind generation (DWG) in distribution systems. This research investigated optimum distributed generation planning (ODGP) using two primary optimization techniques: analytical and heuristic. In first part of the research, an analytical optimization method called “Combined Electrical Topology (CET)” was proposed in order to minimize the impact of intentional structural changes in distribution system topology, in distributed generation/ DWG placement. Even though it is still rare, DWG could be maximized to supply base power demand of three-phase unbalanced radial distribution system, combined with distributed battery energy storage systems (BESS). In second part of this research the usage of DWG/BESS as base power generation, and to extend the ability to sustain the system in a power grid failure for a maximum of 1.5 hours was studied. IEEE 37-node, three-phase unbalanced radial distribution system was used as the test system to optimize wind turbines and sodium sulfide (NaS) battery units with respect to network real power losses, system voltage profile, DWG/BESS availability and present value of cost savings. In addition, DWG’s ability to supply local reactive power in distribution system was also investigated. Model results suggested that DWG/NaS could supply base power demand of a threephase unbalanced radial distribution system. In addition, DWG/NaS were able to sustain power demand of a three-phase unbalanced distribution system for 1.5 hours in the event of a power grid failure.
AbdelMeguid, Hossam Saadeldin. "Pressure, leakage and energy management in water distribution systems." Thesis, De Montfort University, 2011. http://hdl.handle.net/2086/4905.
Full textRodríguez, Martínez Eugenio Vicente. "On dividends and other quantities of interest in the dual risk model." Doctoral thesis, Instituto Superior de Economia e Gestão, 2016. http://hdl.handle.net/10400.5/15844.
Full textNesta dissertação trabalhamos em teoria do risco. Damos principal ênfase principal nos modelos de risco e teoria de ruína, dedicando a nossa atenção a algumas das mais interessantes e relevantes quantidades da área: a probabilidade da ruína, a transformada de Laplace e os dividendos descontados esperados. Os modelos de risco têm o objetivo de resolver, ou pelo menos, fornecer uma solução aproximada, a problemas que aparecem na prática do negócio dos seguros. Os desenvolvimentos que produzimos nesta dissertação têm a mesma finalidade. A nossa intenção é apresentar novas ferramentas para o cálculo das quantidades mencionadas acima, e uma melhor compreensão delas na prática. Consideramos o modelo dual de risco quando os tempos entre ganhos seguem uma distribuição exponencial matricial e, quando for possível, dar exemplos dos nossos resultados para casos particulares, como as distribuições Phase–Type e Erlang. Mostramos, na maioria dos casos, fórmulas e fazemos uso de técnicas matemáticas de várias áreas, como a teoria da probabilidade, a teoria das equações integro–diferenciais, a ágebra linear, análise complexa, entre outras.
In this manuscript we work on risk theory. The main emphasis is on risk models and ruin theory, devoting our attention to some of the most interesting and relevant quantities in this area: ruin probabilities, Laplace transforms and expected discounted dividends. Risk models are meant to solve or, at least, provide an approximate solution, to problems that appear in the practice of the insurance business. The developments we produce in this dissertation have the same goal. Our aim is to present new tools for computation of the quantities mentioned above, and a better understanding of them in the practice. We consider the dual risk model when the interclaim times follow a matrix exponential distribution and, whenever possible, we give examples of our findings for particular cases, like the Phase–Type, the Generalized Erlang and the Erlang distributions. We show, in most cases, explicit formulas and we make use of mathematical techniques from several areas, like probability theory, the theory of integro–differential equations, linear algebra, complex analysis, among others.
info:eu-repo/semantics/publishedVersion
Frank, Stephen M. "Optimal design of mixed AC-DC distribution systems for commercial buildings." Thesis, Colorado School of Mines, 2013. http://pqdtopen.proquest.com/#viewpdf?dispub=3558161.
Full textWith the advent of inexpensive computing and efficient power electronics, the load mix in commercial buildings has experienced a fundamental shift away from almost exclusively traditional alternating current (AC) loads toward primarily direct current (DC) loads—devices which use DC electricity either for end-use or as a power conditioning stage. Simultaneously, installations of DC distributed generation sources for commercial buildings, such as rooftop photovoltaic arrays, are accelerating. Despite this proliferation of DC devices, the basic design of building electrical distribution systems has changed very little in the past century: AC distribution remains the industry standard. The AC-DC electricity conversions required to connect DC sources and loads to the AC electric grid result in wasted energy. Partial replacement of AC distribution with DC distribution can improve overall building electrical energy efficiency; the result is a mixed AC-DC electrical distribution system. This dissertation develops a modeling framework, mathematical program, and global optimization algorithm which determine maximally energy efficient designs for mixed AC-DC building electrical distribution systems. The research approach precisely quantifies building electrical energy efficiency at a systems level, not simply the level of individual devices. The results of two case studies validate the power of the optimization algorithm and demonstrate that well designed mixed AC-DC building electrical distribution systems can achieve higher efficiency than either AC or DC distribution used alone.
Chen, Yue-Chun. "Analysis, modelling and optimal control of water supply and distribution systems." Thesis, De Montfort University, 1989. http://hdl.handle.net/2086/10730.
Full textKuntz, Paul A. "Optimal reliability centered vegetation maintenance scheduling in electric power distribution systems /." Thesis, Connect to this title online; UW restricted, 1999. http://hdl.handle.net/1773/5969.
Full textBehnood, Aref. "Optimal Operation of Battery Energy Storage Systems in Radial Distribution Networks." Thesis, Uppsala universitet, Elektricitetslära, 2019. http://urn.kb.se/resolve?urn=urn:nbn:se:uu:diva-397113.
Full textShah, Mahesh. "A heuristic method for the optimal design of water distribution systems." Thesis, Virginia Polytechnic Institute and State University, 1987. http://hdl.handle.net/10919/88600.
Full textMaster of Science
Wallace-Finney, Sheena R. "Determining the Optimal Aisle-Width for Order Picking in Distribution Centers." Wright State University / OhioLINK, 2011. http://rave.ohiolink.edu/etdc/view?acc_num=wright1312569054.
Full textCheng, Fan-Tien. "Efficient algorithms for optimal force distribution in multiple-chain robotic systems /." The Ohio State University, 1989. http://rave.ohiolink.edu/etdc/view?acc_num=osu1487598303840124.
Full textBianco, Nicola. "Optimal control of particle size distribution in semi-batch emulsion polymerisation." Thesis, Imperial College London, 2009. http://hdl.handle.net/10044/1/7474.
Full textMvondo, Bernardin Gael. "Numerical techniques for optimal investment consumption models." University of the Western Cape, 2014. http://hdl.handle.net/11394/4352.
Full textThe problem of optimal investment has been extensively studied by numerous researchers in order to generalize the original framework. Those generalizations have been made in different directions and using different techniques. For example, Perera [Optimal consumption, investment and insurance with insurable risk for an investor in a Levy market, Insurance: Mathematics and Economics, 46 (3) (2010) 479-484] applied the martingale approach to obtain a closed form solution for the optimal investment, consumption and insurance strategies of an individual in the presence of an insurable risk when the insurable risk and risky asset returns are described by Levy processes and the utility is a constant absolute risk aversion. In another work, Sattinger [The Markov consumption problem, Journal of Mathematical Economics, 47 (4-5) (2011) 409-416] gave a model of consumption behavior under uncertainty as the solution to a continuous-time dynamic control problem in which an individual moves between employment and unemployment according to a Markov process. In this thesis, we will review the consumption models in the above framework and will simulate some of them using an infinite series expansion method − a key focus of this research. Several numerical results obtained by using MATLAB are presented with detailed explanations.
Wu, Shin-Yun, and 吳心云. "The Optimal Cash Dividends: Theory and Evidence." Thesis, 2003. http://ndltd.ncl.edu.tw/handle/8963st.
Full text國立暨南國際大學
經濟學系
91
Abstract: In this thesis, we propose a theoretical model of dividend smoothing based on intertemporal current account model to investigate the optimal cash dividend for a representative firm. " Save for a rainy day ", a well known theory first proposed by Campbell (1987) , indicated that a rational individual will adjust his consumption and saving behavior based on his prospects of future earnings in order to maintain a paramanent consumption level. Analogous to a consumer''s motive of consumption smoothing, we may infer a firm''s manager will behave to smooth its dividend over time. Therefore, a manager''s prospects of firm''s future net earnings will affect his attitude about current dividend policy. That is, if he expects the firm''s future net earning will decline, he will lower cash dividends and retain more earnings in the firm to invest on new investment opportunities in the future, or to maintain a smoothing cash dividend level in the future once the net earnings really turn down. On the other hand, if the manager expects the firm''s net earnings will increase, it is not necessary to retain too much dividend in the firm, he then will increase cash dividend to signal the public in the market about the firm''s good prospects, and result in its stock price to rise. Because the increase of cash dividends and the rise of stock price, the shareholder''s utility (wealth) will increase. According to this logic, we successfully extend the application of intertemporal current account model to analyze the optimal cash dividend problem of a firm. In this thesis, we not only propose a dividend-smoothing model, but also apply thirty-six firms'' (16 in Taiwan, 20 in the US) actual financial data to the empirical studies. Our results show the theory of dividend-smoothing can well explain the dividend policies over time for most of Taiwanese and American firms'' being investigated. Also, there are more American firms behave as the optimal cash dividend policy suggests than Taiwanese firms.
Li, Chiu-chan, and 李秋貞. "Leptokurtic Distribution and Optimal Hedge Ratio." Thesis, 2004. http://ndltd.ncl.edu.tw/handle/84503226020231308652.
Full text國立高雄第一科技大學
金融營運所
92
When we use futures to hedge a portfolio of risky assets, the most important objective is to estimate the optimal hedge ratio (OHR). When the futures price follows a martingale and investors have mean-variance utility, the OHR is equal to the minimum variance hedge ratio. Owing to time-varying volatility in financial asset returns, moving average, GARCH, or EWMA models are commonly employed to estimate OHR. All of the approaches to estimating the OHR described above are based on the sample variance and covariance estimators of returns. These are consistent estimators of the population variance and covariance, irrespective of the underlying distribution of data, but they are not in general efficient. In particular, when the distribution of the data is leptokurtic, these estimators will attach too much weight to extreme observations. This paper uses the Power EWMA estimator of Guermat and Harris (2002) to estimate OHR. The Power EWMA estimator (that is, the robust estimator) can capture the leptokurtic distribution of the data. We also compare the results of the robust estimator to those based on the standard estimators. Our empirical analysis is restricted to the SGX-DT and the TAIFEX Taiwan stock index futures. The empirical results show that use of the robust estimator generates reductions in the variance of the hedged portfolio and the volatility of the OHR for the SGX-DT futures market, and for subperiod 1 of high kurtosis. It also reduce the transaction costs of rebalancing that are associated with changes in the OHR.
WANG, ZHE-XIU, and 王哲修. "Optimal grounding planning for distribution system." Thesis, 1992. http://ndltd.ncl.edu.tw/handle/57005400922458095636.
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