2006
DOI: 10.1130/b25902.1
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Erosion of steepland valleys by debris flows

Abstract: Episodic debris fl ows scour the rock beds of many steepland valleys. Along recent debris-fl ow runout paths in the western United States, we have observed evidence for bedrock lowering, primarily by the impact of large particles entrained in debris fl ows. This evidence may persist to the point at which debris-fl ow deposition occurs, commonly at slopes of less than ~0.03-0.10. We fi nd that debris-fl ow-scoured valleys have a topographic signature that is fundamentally different from that predicted by bedroc… Show more

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Cited by 230 publications
(304 citation statements)
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“…Hence the predicted erosion rate depends not only on local physics of grain collisions with the bed, but also the network structure and associated frequency of landsliding. Stock and Dietrich [2006] summarize field and literature observations that indirectly support this hypothesis. Key untested assumptions in the model are that bedrock wear rate is proportional to grain collisional stresses, and that these stresses can be approximated by the product of the squares of both particle grain size and shear rate (inertial stresses, in the sense of Bagnold [1954] and Iverson [1997]).…”
Section: Introductionmentioning
confidence: 92%
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“…Hence the predicted erosion rate depends not only on local physics of grain collisions with the bed, but also the network structure and associated frequency of landsliding. Stock and Dietrich [2006] summarize field and literature observations that indirectly support this hypothesis. Key untested assumptions in the model are that bedrock wear rate is proportional to grain collisional stresses, and that these stresses can be approximated by the product of the squares of both particle grain size and shear rate (inertial stresses, in the sense of Bagnold [1954] and Iverson [1997]).…”
Section: Introductionmentioning
confidence: 92%
“…According to Bagnold [1954], grain size enters the problem in several roles: the scale for the mass of the particle of interest, the scale for the vertical spacing between shear layers, the scale for the number of particles per bed area, and the scale for the number of collisions per unit time. In heterogeneous grain mixtures, it is not obvious that one grain size would serve as the scale for all of these terms, though one could argue that there is an effective grain size, D e , whose mass and concentration capture the characteristics of the size distribution [Stock and Dietrich, 2006]. Since the D p term is squared, the choice between using the smaller size fraction or the larger size fraction as the representative diameter can change the inertial stress estimation by several orders of magnitude.…”
Section: Theoretical Frameworkmentioning
confidence: 99%
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