Roland Fülöp

Roland Fülöp
Budapest University of Technology and Economics · Department of Sanitary and Environmental Engineering

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5
Publications
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13
Citations

Publications

Publications (5)
Article
Full-text available
Pressure management is a widely adopted technique in the toolset of drinking water distribution system operators. It has multiple benefits, like reducing physical losses in pipe networks with excessive leakage, prolong the expected lifetime of the pipes and protecting home appliances from unacceptably high pressure. In some cases, even legislation...
Article
Full-text available
A spatial probabilistic model is developed and applied to predict failure patterns over a water supply pipe network. The Za-laegerszeg waterworks is used to illustrate the methodology. The ageing of water supply pipes is a worldwide concern; therefore it is of high interest to identify the best interventions in time and space. Two-part models can b...
Article
Full-text available
A space-time probabilistic model can be combined with a dual objective management model to rank reconstruction strategies for a water supply pipe network. The network is characterised by similar age and environmental and traffic conditions. A homogeneous spatial Poisson process represents the location of pipe failures, while the number of failures...
Article
The National Water Technology Platform leaded by BME has the primary aim to develop a long-term strategic research agenda for the urban water management sector. As the result of the Platform’s activity in 2009, Strategic Research Agenda was prepared. This paper presents its findings concerning the public works in water sector. Based on the SWOT ana...
Article
Full-text available
A spatial probabilistic model is developed and applied to predict failure patterns over a water supply pipe network. The Zalaegerszeg waterworks is used to illustrate the methodology. The ageing of water supply pipes is a worldwide concern; therefore it is of high interest to identify the best interventions in time and space. Two-part models can be...

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