首页> 外文期刊>Geomorphology >A geostatistical framework for quantifying the reach-scale spatial structure of river morphology: 1. Variogram models, related metrics, and relation to channel form
【24h】

A geostatistical framework for quantifying the reach-scale spatial structure of river morphology: 1. Variogram models, related metrics, and relation to channel form

机译:用于量化河流形态学范围尺度空间结构的地统计学框架:1.变异函数模型,相关度量以及与河道形式的关系

获取原文
获取原文并翻译 | 示例
           

摘要

Fluvial geomorphology is fundamentally concerned with the association between form and process in rivers. Examining these interactions in complex, natural channels requires a means of quantifying the variability and organization of bed topography-this paper introduces a geostatistical framework for characterizing reach-scale spatial structure. Transformation to a channel-centered coordinate system allows topographic variations to be resolved into along- and across-stream components. Dimensionless variables, obtained by scaling distances by the mean channel width and de-trended elevations by the mean bankfull depth, account for channel size and allow spatial patterns to be compared over time or among sites. These patterns are effectively described by the variogram, a spatial statistic that expresses dissimilarity as a function of distance. Fitting a parametric model to the sample variogram provides a rich description of channel form. For example, multiple, nested structures can be combined to account for anisotropy, with varying degrees of spatial variability observed over different length scales along and across the channel. Integral metrics derived from the variogram model yield a more compact summary, and variogram maps a useful visualization. To guide interpretation of these metrics, I used a simple 'channel builder' to isolate the effects of specific aspects of river morphology on the variogram. This analysis indicated that geostatistical models were sensitive to changes in the size, shape, and orientation of channel features, but not to a pure translation of the morphology. The results also highlighted the importance of considering streamwise and transverse components jointly rather than in isolation.
机译:河流地貌从根本上涉及河流的形态与过程之间的联系。在复杂的自然通道中检查这些相互作用需要一种量化床形地形变化和组织的方法-本文介绍了一种用于描述可达规模空间结构的地统计学框架。转换为以通道为中心的坐标系,可以将地形变化分解为沿流要素和跨流要素。无量纲变量通过将距离按平均河道宽度标定距离,将趋势下降的仰角按平均河岸满深度进行标定而获得,这些变量说明了河道的大小,并允许随时间或在站点之间比较空间模式。这些模式可以通过方差图有效地描述,方差图是一种空间统计量,表示差异是距离的函数。将参数模型拟合到样本变异函数可提供通道形式的丰富描述。例如,可以组合多个嵌套结构以解决各向异性问题,并在沿通道和跨通道的不同长度尺度上观察到不同程度的空间变异性。从变异函数模型得出的积分指标可以得出更紧凑的摘要,而变异函数图则可以提供有用的可视化效果。为了指导这些指标的解释,我使用了一个简单的“通道构建器”来隔离河流形态的特定方面对变异函数的影响。该分析表明,地统计学模型对通道特征的大小,形状和方向的变化敏感,但对形态的纯平移并不敏感。研究结果还强调了联合考虑而不是孤立考虑河流和横向分量的重要性。

著录项

相似文献

  • 外文文献
  • 专利
获取原文

客服邮箱:kefu@zhangqiaokeyan.com

京公网安备:11010802029741号 ICP备案号:京ICP备15016152号-6 六维联合信息科技 (北京) 有限公司©版权所有
  • 客服微信

  • 服务号