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Sediment Transport
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Flowing water transports sediment as:
Bedload – particles roll, slide, or bounce along bottom Suspended load – particles carried above bottom by fluid turbulence and grain collisions (“dispersive pressure”) Bedload transport movie linked to image
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What is the significance of grain size?
What do sedimentary structures tell us about flow conditions? Controls on grain movement during bedload transport Relationship between bedform type and flow conditions
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What forces act on a sediment grain in moving fluid?
Forces hindering movement Forces promoting movement Lift Friction and Electrostatic Fluid Drag + - Gravity
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Forces hindering movement Forces promoting movement
Fluid Drag Gravity Resisting force due to inertia: FR = m g Simply mass × gravity, but grain mass is awkward FR = 4/3 p r3 (rgrain – rfluid) g Replace mass by volume and density FR = Z1 D3 (rgrain – rfluid) g Combine constants into single term Z
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Forces hindering movement Forces promoting movement Fluid Drag
Gravity Fluid velocity necessary to create moving force: Egrain = ½ V (rfluid) u2 Mass is volume × density FM = Z2 A (rfluid) u2 Energy is force × distance FM = Z2 D2 (rfluid) u2
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= Forces hindering movement Forces promoting movement
Fluid Drag Gravity At initiation of grain movement, inertia = fluid drag FR = Z1 D3 (rgrain – rfluid) g = FM = Z2 D2 (rfluid) u2 u ∗ =Cs D (rgrain –rfluid) g (rfluid)
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For typical river conditions:
u ∗ =0.06 (rgrain – rfluid) g D Shields’ Criterion Describes the maximum particle size (D) that can be moved by a current of velocity u – called the competence of the flow – shown by Hjulström diagram Relationship doesn’t apply at fine grain sizes because Shields’ criterion doesn’t account for friction or electrostatic forces
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Fluctuating current velocity in natural settings results in alternating erosion and transport with deposition (changing competence and capacity) This is the main reason why sedimentary rocks are layered
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