Abstract
Single-well injection-withdrawal (SWIW) tracer tests have historically
been interpreted using the idealized assumption of tracer path
reversibility (i.e., negligible background flow), with background flow
due to natural hydraulic gradient being an un-modeled confounding
factor. However, we have recently discovered that it is possible to use
background flow to our advantage to extract additional information about
the subsurface. To wit: we have developed a new kind of single-well
tracer test that exploits flow due to natural gradient to estimate the
variance of the log hydraulic conductivity field of a heterogeneous
aquifer. The test methodology involves injection under forced gradient
and withdrawal under natural gradient, and makes use of a relationship,
discovered using a large-scale Monte Carlo study and machine learning
techniques, between power law breakthrough curve tail exponent and
log-hydraulic conductivity variance. We will discuss how we performed
the computational study and derived this relationship and then show an
application example in which our new single-well tracer test
interpretation scheme was applied to estimation of heterogeneity of a
formation at the chromium contamination site at Los Alamos National
Laboratory. Detailed core hole records exist at the same site, from
which it was possible to estimate the log hydraulic conductivity
variance using a Kozeny-Carman relation. The variances estimated using
our new tracer test methodology and estimated by direct inspection of
core were nearly identical, corroborating the new methodology.
Assessment of aquifer heterogeneity is of critical importance to
deployment of amendments associated with in-situ remediation strategies,
since permeability contrasts potentially reduce the interaction between
amendment and contaminant. Our new tracer test provides an easy way to
obtain this information.
Original language | English GB |
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Journal | Geophysical Research Abstracts |
Volume | 32 |
State | Published - 1 Dec 2017 |
Externally published | Yes |
Keywords
- 1805 Computational hydrology
- HYDROLOGY
- 1829 Groundwater hydrology
- 1832 Groundwater transport
- 1835 Hydrogeophysics