"3"^^ . "Wear-Out characteristics of underground cables by one- and two- mode models"@en . . . "Modeling of Ageing; Failure Rate; Failure Database; Wear-Out; Electric Distribution System"@en . "Z(MSM6198910007)" . "2009-05-12+02:00"^^ . "Bri\u0161, Radim" . . "[739A01E5F07E]" . "978-80-248-1947-1" . "RIV/61989100:27600/09:00021197" . . "Wear-Out characteristics of underground cables by one- and two- mode models" . "Labeau, Pierre-Etienne" . . "3"^^ . "27600" . . . "Ostrava" . "Wear-Out characteristics of underground cables by one- and two- mode models"@en . "Wear-Out characteristics of underground cables by one- and two- mode models" . . . "Kouty nad Desnou" . . "RIV/61989100:27600/09:00021197!RIV10-MSM-27600___" . . "000271440700058" . . "Vysok\u00E1 \u0161kola b\u00E1\u0148sk\u00E1 - Technick\u00E1 univerzita Ostrava" . "10th International Scientific Conference Electric Power Engineering" . "Praks, Pavel" . . "The aim of this work is to compare wear-out characteristics of underground cables of an electric distribution network. The empirical failure intensity obtained from a real failure database is compared with two ageing models: the traditional two-parameter Weibull model and an alternative bi-mode model with three parameters. The least squares linear regression is used for the parameter estimation. The quality of filling is analyzed by the analysis of variance. Results indicate that the novel two-mode model overperforms the two-parameter Weibull model as for its ability to approximate the empirical failure intensity."@en . "Sikora, Tadeusz" . . "351770" . . "4"^^ . "The aim of this work is to compare wear-out characteristics of underground cables of an electric distribution network. The empirical failure intensity obtained from a real failure database is compared with two ageing models: the traditional two-parameter Weibull model and an alternative bi-mode model with three parameters. The least squares linear regression is used for the parameter estimation. The quality of filling is analyzed by the analysis of variance. Results indicate that the novel two-mode model overperforms the two-parameter Weibull model as for its ability to approximate the empirical failure intensity." . . . . . .