Erosion-deposition
Description
Erosion-deposition is the shape of a single transport flow that takes from one place and gives to another, where the taking and the giving are two ends of one conserved transfer. Material is scoured from a source, carried by a flow, and laid down at a sink — and because the matter is conserved along the way, the deposit is diagnostic of the source: what accumulates downstream is what was removed upstream. The two sites are not independent; they are coupled by the carrier that links them, so depletion at one end and accumulation at the other are the same event viewed from its two ends. The diagnostic question — “is this a single flow simultaneously depleting one site and building another, with the deposit accounting for the loss?” — separates erosion-deposition from bare flow (which has no source/sink coupling) and from undirected diffusion (which homogenizes rather than concentrating somewhere specific). The load-bearing inference is the coupling: to find where something went, follow the transport flow to its deposition site; to explain an accumulation, trace the carrier back to what it eroded. The shape recurs wherever one mechanism relocates a conserved quantity — water moving sediment into a delta, migration moving talent into a hub, attention moving from one venue and concentrating in another.Triggers
User-initiated: User describes something being depleted in one place and built up in another by the same process, a source/sink pair linked by a flow, or an accumulation whose origin is traceable to a specific depletion. Agent-initiated: Agent notices a depletion and an accumulation that are two ends of one transfer rather than separate events. Candidate inference: “this is erosion-deposition — what is the transport carrier, and does the deposit account for the source’s loss?” Situation-shape signals: A coupled subtract-here/add-there pair driven by one mechanism; a deposit diagnostic of its source; a hub growing by draining a periphery; conservation of the relocated quantity between two coupled sites.Structure
Exclusions
- Flow — flow is bare directed movement; erosion-deposition adds the coupled subtract/add pair and the conservation tying them.
- Conservation-law — conservation-law is invariance under transformation; erosion-deposition adds spatial relocation by a specific carrier between a named source and sink.
- Entropy — entropy spreads undirected toward disorder; erosion-deposition concentrates and often builds order at the sink.
- Substitution — substitution swaps a filler at one site; erosion-deposition relocates the same material between two sites, leaving the source depleted.
Relationships
- flow — constitutive carrier; fills the source/transport slots. Without it the two sites aren’t coupled.
- conservation-law — constitutive; the deposit accounts for the erosion, which is what makes the deposit diagnostic of the source.
- entropy — foil; homogenizing diffusion vs structured, directed relocation that concentrates.
Examples
Luna B. Leopold, M. Gordon Wolman & John P. Miller, "Fluvial Processes in Geomorphology", W. H. Freeman and Company (1964) · earth-science
Luna B. Leopold, M. Gordon Wolman & John P. Miller, "Fluvial Processes in Geomorphology", W. H. Freeman and Company (1964) · earth-science
Gunnar Myrdal, "Economic Theory and Under-developed Regions" (Gerald Duckworth & Co., 1957; US edition "Rich Lands and Poor") · economics
Gunnar Myrdal, "Economic Theory and Under-developed Regions" (Gerald Duckworth & Co., 1957; US edition "Rich Lands and Poor") · economics
Jagdish N. Bhagwati & Koichi Hamada, "The brain drain, international integration of markets for professionals and unemployment: a theoretical analysis" (Journal of Development Economics, 1974, vol. 1, no. 1, pp. 19–42) · geography
Jagdish N. Bhagwati & Koichi Hamada, "The brain drain, international integration of markets for professionals and unemployment: a theoretical analysis" (Journal of Development Economics, 1974, vol. 1, no. 1, pp. 19–42) · geography
R. A. Bagnold, "The Physics of Blown Sand and Desert Dunes", Methuen & Co. (1941) · earth-science
R. A. Bagnold, "The Physics of Blown Sand and Desert Dunes", Methuen & Co. (1941) · earth-science