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Dating springlines from hydrogeological and archaeological evidence

Published online by Cambridge University Press:  11 November 2022

Jonathan D. Paul*
Affiliation:
Department of Earth Sciences, Royal Holloway, University of London, TW20 0EX, UK
Peter J.B. Moore
Affiliation:
Department of Archaeology, University of Durham, Durham, DH1 3LE, UK
*
*Corresponding author email address: jonathan.paul@rhul.ac.uk
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Abstract

The relationship between prehistoric populations and water is often poorly understood, partly as a function of historical reliance on qualitative and fragmentary datasets in many regions. Here, we adopt a quantitative approach to analyze a specific aspect of the relationship between prehistoric populations and water for the Cotswold Hills, southwest UK; an area of documented hydrogeological change and extensive Neolithic (ca. 5.5 ka) activity. Using a database of all known Neolithic monuments, we interrogate the significance of water to their habitation. By marshaling a large dataset of recent (ca. 100 years) changes in the discharge and elevation of 259 springs, we establish a striking negative relationship between present-day spring discharge and annual elevation change. We then formulate an inverse problem to predict spring elevations in Neolithic times. Spring elevations are predicted to be closer to, and higher than, Neolithic-dated sites relative to the location of modern springs. These results emphasize a utilitarian and/or reverential link between water and prehistoric populations. Our approach of reconciling markedly different datasets and timescales can easily be adapted to other regions. While groundwater had behaved reasonably predictably since Neolithic times, recent human activity is (and will continue to be) far more significant in influencing groundwater behavior.

Information

Type
Research Article
Creative Commons
Creative Common License - CCCreative Common License - BY
This is an Open Access article, distributed under the terms of the Creative Commons Attribution licence (https://creativecommons.org/licenses/by/4.0/), which permits unrestricted re-use, distribution, and reproduction in any medium, provided the original work is properly cited.
Copyright
Copyright © University of Washington. Published by Cambridge University Press, 2022
Figure 0

Figure 1. Top right inset: map of UK with location of study area, Cotswold Hills, SW UK, indicated by white rectangle; other maps are close-ups of study area showing: (a) simplified geology and structure based on the 25-km UK geological data map of the British Geological Survey (DiGiMapGB-25: https://digimap.edina.ac.uk/). RS: River Severn; C: Cirencester; G: Gloucester; S: Stroud. Yellow circles indicate springs (N = 195). (b) Slope in degrees derived from OS Terrain-50 topography (https://www.ordnancesurvey.co.uk/business-government/products/terrain-50); note steep slopes of the Cotswold scarp and irregularly indented and deeply incised western valleys radiating from Stroud. (c) Location of key archaeological sites and rivers mentioned in the text. Background: topography. Stars: lithic scatters and flint assemblages; circles: long barrows; squares: hilltop causewayed enclosures; orange lozenge labelled Ca: Cainscross Terrace of River Frome. A: Avening (see also Figs. 2, 5); B: Brimpsfield; Ba: Battlecombe; C: Crickley Hill; D: Duntisbourne Rouse; E: Eastleach; H: Harcombe; Ho: Horcott; Hz: Hazleton North; S: Syreford; T: Troublehouse Covert.

Figure 1

Figure 2. (a) 1 m-resolution LIDAR digital terrain model (DTM) from UK Defra (https://environment.data.gov.uk/DefraDataDownload) illustrating the relationship between permanent (dark blue lines) and ephemeral (winterbourne; lighter blue solid lines) streams and dry valleys (dashed lightest blue lines), spring positions (dark blue and light blue circles: respectively minimum/summer and maximum/winter levels), and archaeological sites (red lozenges). Green lines: prominent valley heads. Thin orange lines: 10 m elevation contours. α, x, γ, and z: parameters used in Equation (1). (b) Schematic cross-section through hillslope, showing idealized annual variation in spring level.

Figure 2

Figure 3. Relationship between change in annual spring elevation and peak (winter) spring discharge; N = 259 (see Appendix). Dashed red line = best-fitting exponential relationship: y = 9.64 ×10−3.20x ; R2 = 0.89.

Figure 3

Figure 4. Recent (early 1900s to 2010s) changes in springs: (a) discharge diminution; (b) mean elevation (meters above ordnance datum; mAOD); (c) annual change in observed elevation. Black dots: springs for which no temporal data exist (see Appendix). Archaeological evidence: crosses: Mesolithic sites; triangles: long barrows; stars: other Neolithic sites. Background: topography (darker shades correspond to lower elevations).

Figure 4

Table 1. Summary statistics of elevation difference in m between 64 springs for which temporal data exist, and nearest Neolithic site.

Figure 5

Figure 5. Photograph of Tingle Stone (Avening) long barrow (ca. 5.5 ka). Difference in elevation between long barrow (delineated by white dashed line) and predicted Neolithic spring position, and current mean summer spring position = 6 m and 37 m, respectively.

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