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ABSTRACTS / RESUMES - Comitato Glaciologico Italiano

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lake deposition, and deviations from these relationships through<br />

time, provide a measure of the potential importance<br />

of transport lag times, depositional censorship, and temporal<br />

variations in erosion resistance in small, steepland catchments.<br />

On-going work nearby in the 2,050 km 2 Waipaoa<br />

catchment is intended to explore how these influences are<br />

affected by processes active along larger, lower-gradient<br />

channels.<br />

GREGORY E. TUCKER 1, KELIN X. WHIPPLE 2<br />

& RAFAEL L. BRAS 1<br />

The impact of tectonic variations on sediment yield<br />

and river basin morphology<br />

1Department of Civil and Environmental Engineering, MIT,<br />

Cambridge, MA 02139, USA<br />

2 Department of Earth, Atmospheric, and Planetary Science, MIT,<br />

Cambridge, MA 02139? USA<br />

Tectonic uplift is an important control on both the<br />

morphology of the uplifted landscape and in the sediments<br />

that are shed from it. Qualitative interpretations of the relationship<br />

between uplift, erosion, and sediment yield are<br />

central to much of geological basin analysis, particularly in<br />

regard to the reconstruction of tectonic history from basin<br />

sediments. Quantitative interpretations of basin-fill sedimentary<br />

packages, however, requires a mechanical understanding<br />

of the relationship between uplift rate, sediment<br />

yield, and drainage basin sculpture. Here we analyze this<br />

relationship using a physically-based model of coupled hillslope<br />

and channel evolution. In particular, we seek to address<br />

the following questions:<br />

1. What do predicted sediment-yield curves look like (e.g.,<br />

what is the magnitude and timescale of response to a given<br />

perturbation."), and how do they vary as a function of process?<br />

2. What is the predicted relationship between relief,<br />

uplift, and denudation rate, how does it vary with time,<br />

and how does this relationship compare with sediment<br />

yield data?<br />

3. How do morphometric properties such as drainage<br />

density vary with uplift rate, and how are these related to<br />

the sediment yield response?<br />

The model is based on the evolution equation<br />

Bz/Bt = U - F[Q(x, y, t), S(x, y, t)] + H[S(x, y, t)]<br />

where z is elevation, t time, U uplift rate, Q water discharge,<br />

and S surface slope. Here, F[] is a fluvial erosion function<br />

that takes the form kQIDS (representing detachment-limited<br />

bedrock channels) or BkQ IDS n/Bx (representing<br />

transport-limited alluvial channels). Several different processes<br />

represented by the hillslope sediment production<br />

and transport term H[] are considered, including soil production<br />

through weathering, diffusive creep, dry landsliding,<br />

and pore-pressure-driven shallow landsliding. An important<br />

aspect of the model is its ability to track temporal<br />

and spatial variations in soil thickness, and to differentiate<br />

between erosion of soil and bedrock, which proceed at different<br />

rates and by different mechanisms.<br />

Dimensional analysis and numerical simulations indicate<br />

that at steady state, where a dynamic balance between uplift<br />

and erosion exists, relief within the fluvial portion of a catchment<br />

should scale with uplift rate as R"JUlIn, where n reflects<br />

the physics of channel erosion. If uplift and denudation<br />

rates are approximately equal, this result also implies<br />

that denudation rate scales with relief as D"JR", This result<br />

applies to transport-limited as well as detachment-limited<br />

fluvial systems, but only under the steady-state condition.<br />

Numerical simulations afford the opportunity to examine<br />

transient responses to system perturbations. Here we describe<br />

responses to a single step function increase in uplift<br />

rate (U). In addition, we consider only single catchments of<br />

fixed size and shape, intentionally avoiding the complications<br />

associated with lithologic variations, temporary tectonic<br />

ponding of sediment, and stream capture. Simulations<br />

run under a variety of conditions allow examination of how<br />

sediment yield responses differ under different hillslope<br />

process regimes (e.g., regolith creep vs. landsliding),<br />

Some preliminary findings can be outlined. In simple detachment-limited<br />

or transport-limited model runs, sediment<br />

response curves are monotonic, increasing smoothly to match<br />

the newly imposed uplift rate. Response times cales are<br />

governed both by the fluvial system and by the operative<br />

hillslope transport process. For instance, a more rapid response<br />

occurs when hillslopes are dominated by mass movement<br />

than when they are dominated by diffusive soil<br />

creep. However, comparisons with runs involving more<br />

complete process descriptions (e.g., tracking soil thickness)<br />

emphasize the limitations of the simplified models. Explicitly<br />

tracking soil thickness enables us to capture some of the<br />

complex dynamics of channel-hillslope interactions that influence<br />

runoff rates, drainage density, and rates of sediment<br />

delivery to channels. Because sediment stored in soils on<br />

hillslopes can be rapidly excavated as channels extend<br />

upslope in response to, e.g., a sudden change in baselevel,<br />

channel-hillslope interactions can dictate the form of sediment<br />

yield response curves, which may deviate significantly<br />

froin the monotonic increase predicted by simpler models.<br />

KRYSTYNA TURKOWSKA<br />

Role morphogenetique des depots du Plenivistulien<br />

Moyen dans la Pologne Centrale; etudes detaillees dans<br />

la vallee de la Mrozyca<br />

Institut de Geographic Physique et de l'Amenagement<br />

de 1'Environnement,<br />

Universite de L6dz, llrue Sklodowska-Curie, 90 505 L6dz, Poland<br />

La Mrozyca est une de petites rivieres descendant du Plateau<br />

de £6dY vers la pradoline de Varsovie- Berlin. Dans sa<br />

vallee, il y a deja un demi siecle, Jan Dylik a commence des<br />

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