1986
DOI: 10.2166/nh.1986.0005
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Areal Reduction Factors from Rain Movement

Abstract: The relation between rain movement and areal reduction of rain intensity is investigated. An approach for calculating areal reduction factors from point hyetographs and storm speed is suggested. Very good agreement is found between moving storm derived areal reduction factors and reduction factors determined using a dense net of rain gauges. Moving areal reduction factors calculated for design storms and historical storms are shown not to differ much between different cities in the Nordic countries.

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Cited by 22 publications
(14 citation statements)
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References 8 publications
(11 reference statements)
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“…The analytical methods (correlation by Rodriguez-Iturbe and Mejía 1974, Sivapalan and Blöschl 1998and Omolayo 1989; crossing properties by Bacchi and Ranzi 1996; scaling methods by de Michele et al 2001 andLangousis 2005; and storm movement by Bengtsson and Niemczynowicz 1986) attempt to put areal reduction factor (ARF) estimation on a sounder scientific basis. However, they are generally based on assumptions that are not entirely true descriptions of the real rainfall process, which is a cause for concern and uncertainty regarding the results.…”
Section: Discussion and Recommendationsmentioning
confidence: 99%
See 1 more Smart Citation
“…The analytical methods (correlation by Rodriguez-Iturbe and Mejía 1974, Sivapalan and Blöschl 1998and Omolayo 1989; crossing properties by Bacchi and Ranzi 1996; scaling methods by de Michele et al 2001 andLangousis 2005; and storm movement by Bengtsson and Niemczynowicz 1986) attempt to put areal reduction factor (ARF) estimation on a sounder scientific basis. However, they are generally based on assumptions that are not entirely true descriptions of the real rainfall process, which is a cause for concern and uncertainty regarding the results.…”
Section: Discussion and Recommendationsmentioning
confidence: 99%
“…In contrast to previous methods which were empirically or statistically based, Bengtsson and Niemczynowicz (1986) take a simplified conceptual physics approach to ARF estimation by moving an idealised storm across an area. The resulting ARFs should therefore be more similar to ARFs derived using storm-centred rather than fixed-area approaches.…”
Section: Storm Movementmentioning
confidence: 99%
“…An increase of rainfall intensity would influence the operation of a sewerage system to a higher degree than an increase of duration. There is some evidence that convective raincells have similar areal extension in different climatic conditions (Bengtsson & Niemczynowicz, 1986), although rainfall volumes given by single raincells seem, however, to increase in a warmer climate. This means that, assuming that cloud velocity remains unchanged when climate changes, an increase of rainfall volumes is obtained by an increase of intensities while point-durations remain unchanged.…”
Section: Possible Changes In Rainfall Inputmentioning
confidence: 99%
“…Empirical fixed-area methods (Myers and Zehr, 1980;NERC, 1975;Omolayo, 1993;Shaw et al, 2011) are computationally intensive but applicable over a comprehensive range of spatial and temporal scales. In contrast, analytical methods (Bacchi and Ranzi, 1996;Bengtsson and Niemczynowicz, 1986;Rodriguez-Iturbe and Mejía, 1974;Veneziano and Langousis, 2005) require less computation but are only applicable within limited scales as they often rely on simplified assumptions. Rodriguez-Iturbe and Mejía (1974) ARFs using the correlation between two gauges, which was assumed to follow either an exponentially decaying distribution or a Bessel-type correlation structure.…”
Section: Introductionmentioning
confidence: 99%
“…This method also assumed that the point rainfall was isotropic and Gaussian distributed with a zero mean. Bengtsson and Niemczynowicz (1986) deduced ARFs from the movement of convective storms by assuming that the rainfall intensity distribution transverse to the storm was exponential. Bacchi and Ranzi (1996) derived ARFs using a stochastic method based on the assumptions that the number of crossings of high rainfall intensity levels was Poisson distributed and that the process of crossings was stationary and independent of events.…”
Section: Introductionmentioning
confidence: 99%