2016
DOI: 10.1007/s40974-016-0032-9
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Composition and design of vegetative filter strips instrumental in improving water quality by mass reduction of suspended sediment, nutrients and Escherichia coli in overland flows in eastern escarpment of Mau Forest, Njoro River Watershed, Kenya

Abstract: This study assessed the effect of vegetative filter strip (VFS) in removal of suspended sediment (SS), total nitrogen, total phosphorus and Escherichia coli (E. coli) in overland flow to improve receiving water quality standards. Four and half kilograms of cowpat manure was applied to the model pasture 14 m beyond the edge of vegetated filter strip (VFS) comprising 10-m Napier grass draining into 20-m Kikuyu grass (VFS II), 10-m Kikuyu grass draining into 20-m Napier grass (VFS III) and native grass mixture of… Show more

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Cited by 5 publications
(1 citation statement)
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References 68 publications
(81 reference statements)
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“…Designing the width of prairie strips requires an estimate of the variation of concentration with distance. Contaminant removal in VFS and urban stormwater treatment systems is frequently estimated using first‐order decay kinetics (Elliott & Trowsdale, 2007; Lerch et al, 2017; Olilo, Muia, et al, 2016; Olilo, Onyando, Moturi, Muia, Ombui, et al, 2016; Olilo, Onyando, Moturi, Muia, Roegner, et al, 2016; Wong et al, 2006) due to its apparent behavior to be weighted to the influent end of the treatment. Inspection of concentration data from Coyne et al (1998), for example, shows that surficial concentration reductions through VFS closely follow a first‐order decay model, written as:C)(xgoodbreak=C0eitalicax,where C 0 is the concentration of a contaminant initially entering the prairie strip or VFS, x is the distance from the entrance to the downstream sampling location, C is the concentration at location x , and a is a lumped removal parameter.…”
Section: Methodsmentioning
confidence: 99%
“…Designing the width of prairie strips requires an estimate of the variation of concentration with distance. Contaminant removal in VFS and urban stormwater treatment systems is frequently estimated using first‐order decay kinetics (Elliott & Trowsdale, 2007; Lerch et al, 2017; Olilo, Muia, et al, 2016; Olilo, Onyando, Moturi, Muia, Ombui, et al, 2016; Olilo, Onyando, Moturi, Muia, Roegner, et al, 2016; Wong et al, 2006) due to its apparent behavior to be weighted to the influent end of the treatment. Inspection of concentration data from Coyne et al (1998), for example, shows that surficial concentration reductions through VFS closely follow a first‐order decay model, written as:C)(xgoodbreak=C0eitalicax,where C 0 is the concentration of a contaminant initially entering the prairie strip or VFS, x is the distance from the entrance to the downstream sampling location, C is the concentration at location x , and a is a lumped removal parameter.…”
Section: Methodsmentioning
confidence: 99%