Long-term trends in uncertainty of element fluxes at the Hubbard Brook Experimental Forest Mark Green, Donald Buso, John Campbell, Carrie Rose Levine,

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Presentation transcript:

Long-term trends in uncertainty of element fluxes at the Hubbard Brook Experimental Forest Mark Green, Donald Buso, John Campbell, Carrie Rose Levine, Gene Likens, Ruth Yanai

Element Fluxes : Flux [mass per time] : Concentration [mass per volume] : Concentration [volume per time]

Hubbard Brook Experimental Forest White Mountain National Forest, NH New Hampshire White Mtn. Natl. Forest Map courtesy of Dr. John Campbell, USFS

Objective Our Guiding Questions Propagate some sources of uncertainty through flux estimates. Our Guiding Questions How certain are our flux signals? Is there new information that may arise from quantifying uncertainty?

Approach Quantify uncertainty in annual fluxes into and out from Watershed 6 at HBEF Nitrate Silicon Only a few sources of uncertainty are addressed so far

Knowledge Uncertainty Natural Variability Spatial Variability Temporal Variability Knowledge Uncertainty Measurement Error Model Error Modified from Harmon et al. (2007)

Model Selection Uncertainty

Weekly Average Streamwater Concentration Time

Linear Interpolation Streamwater Concentration Time

-1.9% -3.7% Some systematic differences. Interpolation is 1.9% lower than weekly average. Composite is 3.7 lower than the weekly average.

Model Parameter Uncertainty

Steps in Flux Calculation For every gap between samples: Calculate mean concentration Determine the inter-sample residuals based on season and date Add a bootstrapped residual to the mean Calculate annual flux

Nitrate

Silica

Summary Nitrate Uncertainty in model selection: 3% Uncertainty in inter-sample mean: 17% Silicon Uncertainty in inter-sample mean: 9% Maybe novel information in IQR:Median

Next: More sources in streamwater, finalize precipitation, and propagate to net hydrologic flux.

http://quantifyinguncertainty.org/

Knowledge Uncertainty Atmospheric Inputs UNCERTAINTY Natural Variability Spatial Variability Temporal Variability Knowledge Uncertainty Measurement Error Model Error Modified from Harmon et al. (2007)

Alternative spatial models for precipitation in the Hubbard Brook Valley These are 5 models of precipitation in the HB valley, using built-in models in ARC GIS. We can see that each is interpolating between the rain gauges differently.

Coefficient of variation between models Alternative spatial models for precipitation in the Hubbard Brook Valley 0.36% 0.58% 0.24% 0.77% 0.83% Coefficient of variation between models When we compare the estimates of the different models for the whole valley, we see that there is low variation between the models. Next, we will be working on how to estimate the uncertainty not just between the models, but also within each model.