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Journal ArticleDOI

Experiments on the angles of repose of granular materials1

Maurice A. Carrigy
- 01 Jan 1970 - 
- Vol. 14, pp 147-158
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TLDR
In this article, the rotatable-drum principle is used to measure the critical angle of repose (ac) and the angle of rest (aR) of a mass of granular material.
Abstract
SUMMARY A simple apparatus for measuring the angles of repose of masses of granular material in various media, based on the rotating-drum principle, is described. Two angles of repose are measured by this method. The critical angle of repose (ac), is defined as the angle through which a mass of granular material can be rotated before it fails by avalanching, and the angle of rest (aR), is defined as the inclination of the slope after avalanching has ceased. Measurements of the angles of repose of several materials in air and under water with the “rotatable-drum apparatus” indicate that for materials with similar surface characteristics the angles of repose increase with departure of the grains from a spherical form. For masses of spherical particles the angles of repose increase with increasing intergranular friction caused by changes in the surface characteristics of the spheres. For mixtures of spheres and cubes the angles of repose are proportional to the volumes of the end members present. For natural quartz sands the critical angle of repose (ac), is always greater in air than under water, but the angle of rest (aR), is the same in both media. Measurement of the inclinations of slip faces of subaerial dunes and subaqueous deltas indicates that these faces stand at, or less than, the angle of rest (aR), of the sand from which they are built. It is concluded that shape and surface characteristics of the particles have the greatest effect on the angles of repose.

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Citations
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Journal ArticleDOI

An experimental and numerical study of the angle of repose of coarse spheres

TL;DR: In this paper, the authors presented a numerical and experimental study of the angle of repose of mono-sized coarse spheres, a most important macroscopic parameter in characterising granular materials.
Journal ArticleDOI

Genesis of limestone megabreccias and their significance in carbonate sequence stratigraphic models: a review

TL;DR: A review of megabreccia occurrence shows that these deposits formed on a broad range of carbonate slope angles and that metastable oversteepened slopes are not necessary for their genesis as mentioned in this paper.
Journal ArticleDOI

Static and dynamic angles of repose in loose granular materials under reduced gravity

TL;DR: The experimental results suggest that relatively low slopes of granular material on Mars may have formed by dry flows without a lubricating fluid, also at much lower slope angles.
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3D DEM investigation of granular column collapse: Evaluation of debris motion and its Destructive Power

TL;DR: In this article, a numerical analysis of the behavior of dry granular flows generated by the collapse of prismatic columns via 3D Distinct Element Method (DEM) simulations in plane strain conditions is presented.

Hydrovolcanic processes forming basaltic tuff rings and cones on

Kwan Sohn
TL;DR: In this paper, a comparative work on four Pleistocene basaltic tuff rings and cones on Cheju Island, Korea, shows that there are dry and wet types in both tuff ring and tuff cones, and their variations are not satisfactorily explained by the prevailing model.
References
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Book

The Physics of Blown Sand and Desert Dunes

R. A. Bagnold
TL;DR: The physics of blown sand and desert dunes, The physics of windblown sand and sand dunes, this paper, and the physics of dunes in the Middle East and Africa.
Journal ArticleDOI

Angle of repose and angle of sliding friction: an experimental study

TL;DR: In this article, a controlled experimental study was conducted to obtain dependable information for use in geomorphic investigations and the results showed that the angle of repose varies inversely with size of fragments in perfectly sorted materials, but directly in those imperfectly sorted materials.
Journal ArticleDOI

The Maximum Slope-Angle Attainable by Surfaces Underlain by Bulked Equal Spheroids with Variable Dimensional Ordering

TL;DR: In this paper, a theoretical model for the maximum slope angle (angle of initial yield) on the assumption that the average properties of haphazard arrangements of spheroidal particles can be statistically represented by a combination of two different regular packings in a proportion to give the original concentration.
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