2013
DOI: 10.1109/tpwrs.2013.2266409
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Temperature-Dependent Power Flow

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Cited by 95 publications
(58 citation statements)
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“…For PLF simulations, combined cumulant and Gaussian mixture approximation method is applied. The sensitivity matrix‐based deterministic system model as required for PLF is obtained by considering the expected values of input RVs as the point of linearization using temperature‐augmented load flow (TLF) . For the given values of transmission branch MVA ratings, TLF has the convergence problem.…”
Section: Case Study and Results Comparisonmentioning
confidence: 99%
“…For PLF simulations, combined cumulant and Gaussian mixture approximation method is applied. The sensitivity matrix‐based deterministic system model as required for PLF is obtained by considering the expected values of input RVs as the point of linearization using temperature‐augmented load flow (TLF) . For the given values of transmission branch MVA ratings, TLF has the convergence problem.…”
Section: Case Study and Results Comparisonmentioning
confidence: 99%
“…Now suppose that SDG indicates sudden increase in load demand and MCU has to increase its power to accommodate load. It is also needed that exchanged power should not rise from certain limit so according to equal incremental cost principle the exchange cost incremental rate will be supposed to rise up to with corresponding MCU output power will be .So sum of changes of MCU output power will be equal to total power exchange (sent or received) to Objective function consists of four parts as shown in equation (14). First part i.e.…”
Section: Power Exchange Strategymentioning
confidence: 99%
“…The variation nature of wind speed will introduce the changing of not only the wind power generation, but also the parameters of eletronic components (e.g. the resistance and thermal ratings of the overhead lines, as these parameters are strongly related to the weather effects, such as temperature, wind speed, et al [1,2]), which would affect allocating the system load power between conventional generators and wind-powered ones. Thus, there is a great need to incorporate these effects, bringing with the wind power integration, into the traditional OPF problem.…”
Section: Kc Rmentioning
confidence: 99%
“…The variations of actual weather conditions will influence the resistances and thermal ratings of the system overhead lines and then affects the results of power flow and optimal power flow (OPF) [1,2]. For example, the resistance of the power system equipment is a strong function of temperature and the line thermal rating varies with the weather conditions, such as the wind speed and direction, ambient temperature and solar radiation.…”
Section: Kc Rmentioning
confidence: 99%