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Ann Louise Heathwaite

Researcher at Lancaster University

Publications -  117
Citations -  6170

Ann Louise Heathwaite is an academic researcher from Lancaster University. The author has contributed to research in topics: Phosphorus & Surface runoff. The author has an hindex of 41, co-authored 117 publications receiving 5828 citations. Previous affiliations of Ann Louise Heathwaite include University of Sheffield & National Chemical Laboratory.

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Characterising phosphorus loss in surface and subsurface hydrological pathways

TL;DR: The magnitude and composition of the phosphorus (P) load transported in surface and subsurface hydrological pathways from a grassland catchment depends on the discharge capacity of the flow route and the frequency with which the pathway operates.
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Modelling and managing critical source areas of diffuse pollution from agricultural land using flow connectivity simulation

TL;DR: In this paper, a combined critical source area and flow accumulation model is described that predicts the spatial distribution in the risk of diffuse nutrient losses from agricultural fields reaching surface waters, and the model is applied to a number of agricultural fields under a range of different land management scenarios.
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Hydrological processes in abandoned and restored peatlands: An overview of management approaches

TL;DR: In this article, the dominant peat-forming plant genus, Sphagnum, cannot easily reestablish on the degraded surface peat found on cutover sites, and removal of the acrotelm can result in surface subsidence of up to 3.7 cm y-1 m-1 of peat shortly after drainage (compression), and long-term rates up to 0.3 cm y − 1 m − 1 (compressive and oxidation).
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The phosphorus transfer continuum : linking source to impact with an interdisciplinary and multi-scaled approach

TL;DR: This critical review introduces a template that links phosphorus sources and mobilisation processes to the delivery of P to receiving waters where deleterious impact is of concern and describes the entire process in terms of a 'P transfer continuum' to emphasise the interdisciplinary and inter-scale nature of the problem.