TY - GEN
T1 - COMPUTATION OF EQUIVALENT LOAD DURATION CURVES USING MIXTURE OF NORMALS DISTRIBUTIONS.
AU - Gross, George
AU - Garapic, Nancy V.
AU - McNutt, Bruce
PY - 1984
Y1 - 1984
N2 - For applications such as capacity expansion planning and screening of alternative expansion plans, there is a need for a fast, accurate, robust, and reliable method to approximate the equivalent load duration curves (e. l. d. c. ) in the production costing studies. We have developed a new approximation technique based on mixtures of normals distributions. The mixtures of normals approximation (m. o. n. a. ) for the representation of e. l. d. c. 's use the properties of mixtures of normals distributions. The technique consists of the approximation of the system load random variable by a mixture of normals distribution, the approximation of the outage random variable of a group of one or more units by a mixture of normals distribution, and the combination of these two approximations to obtain a m. o. n. a. of each e. l. d. c.
AB - For applications such as capacity expansion planning and screening of alternative expansion plans, there is a need for a fast, accurate, robust, and reliable method to approximate the equivalent load duration curves (e. l. d. c. ) in the production costing studies. We have developed a new approximation technique based on mixtures of normals distributions. The mixtures of normals approximation (m. o. n. a. ) for the representation of e. l. d. c. 's use the properties of mixtures of normals distributions. The technique consists of the approximation of the system load random variable by a mixture of normals distribution, the approximation of the outage random variable of a group of one or more units by a mixture of normals distribution, and the combination of these two approximations to obtain a m. o. n. a. of each e. l. d. c.
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U2 - 10.1016/b978-0-408-01468-7.50011-4
DO - 10.1016/b978-0-408-01468-7.50011-4
M3 - Conference contribution
AN - SCOPUS:0021725825
SN - 0408014687
SN - 9780408014687
SP - 43
EP - 47
BT - Unknown Host Publication Title
ER -