TY - CONF
T1 - Full Waveform Inversion (FWI) for glaciological seismic data -Improving the seismic characterisation of glacier firn
AU - Pearce, Emma
AU - Booth, Adam
AU - Rost, Sebastian
AU - Sava, Paul
AU - Brisbourne, Alex
AU - Jones, Ian
AU - Hubbard, Bryn
PY - 2021/4/1
Y1 - 2021/4/1
N2 - Full Waveform Inversion (FWI) is a well-established seismic imaging
technique used in the exploration industry to acquire high resolution,
high precision velocity models of the subsurface from seismic data.
Although FWI is computationally expensive and requires customized data
acquisition, the technique has the potential to improve subsurface
glaciological imaging.Firn is formed as an intermediate material (of
density ~400 - 810 kg m-3) as snow is compressed into ice (~810 - 917 kg
m-3). Variations in surface conditions and periods of surface melting
commonly lead to the presence of discrete layers and lenses of refrozen
("infiltration") ice within the firn column; layers that can be from
millimetres to several tens of metres thick. Therefore, firn
characteristics provide a tool for reconstructing climate conditions
relating to the amount of snow accumulation, melt, temperature
conditions and subsequent snow preservation. Given the complexity of
these relationships, it has not been possible to develop a theoretical
model that predicts accurately variations in firn properties or density
with depth. Consequently, seismic techniques, which are logistically
less demanding than extracting firn cores, are typically used to
reconstruct these physical properties of the firn column.Firn seismic
velocity is often derived from seismic data using the Herglotz-Wiechert
(HW) inversion. A velocity trend would be expected to increase from ~400
m s-1 in snow through to ~3,800 m s-1 in ice. Thus, the presence of
infiltration ice within the firn column results in anomalously high
velocity intervals at shallow depths. HW inversion can be limited by the
accuracy of first-break picking (specifically in the near offset, where
a small error in the travel time pick gives the greatest variability to
the HW velocity output), and it cannot recover the velocity inversion
below a refrozen ice layer without elastodynamic redatumming.
Importantly, FWI has the capacity to mitigate issues such as these, and
thereby potentially offers a new standard for glaciological seismic
modelling.Using seismic datasets obtained from Pine Island Glacier,
Antarctica, and synthetic data that simulate firn columns that include
substantial thicknesses of infiltration ice ("ice slabs", up to 100 m
thick and from 5-80 m deep), we show how FWI improves on current seismic
techniques in terms of identifying the velocity variations associated
with both included ice layers and the firn underlying them. We present a
best practice methodology for the use of FWI with glaciological data,
including (i) the extraction of a source wavelet from the data for the
use with modelling, (ii) the steps needed to ensure a consistent
waveform, (iii) the appropriate offset-to-depth ratio, and (iv) the
requirement of a constraint for the uppermost part of the velocity
model. Finally, we evaluate the robustness of the FWI approach by
comparing it with well-established HW methods for building velocity
models.
AB - Full Waveform Inversion (FWI) is a well-established seismic imaging
technique used in the exploration industry to acquire high resolution,
high precision velocity models of the subsurface from seismic data.
Although FWI is computationally expensive and requires customized data
acquisition, the technique has the potential to improve subsurface
glaciological imaging.Firn is formed as an intermediate material (of
density ~400 - 810 kg m-3) as snow is compressed into ice (~810 - 917 kg
m-3). Variations in surface conditions and periods of surface melting
commonly lead to the presence of discrete layers and lenses of refrozen
("infiltration") ice within the firn column; layers that can be from
millimetres to several tens of metres thick. Therefore, firn
characteristics provide a tool for reconstructing climate conditions
relating to the amount of snow accumulation, melt, temperature
conditions and subsequent snow preservation. Given the complexity of
these relationships, it has not been possible to develop a theoretical
model that predicts accurately variations in firn properties or density
with depth. Consequently, seismic techniques, which are logistically
less demanding than extracting firn cores, are typically used to
reconstruct these physical properties of the firn column.Firn seismic
velocity is often derived from seismic data using the Herglotz-Wiechert
(HW) inversion. A velocity trend would be expected to increase from ~400
m s-1 in snow through to ~3,800 m s-1 in ice. Thus, the presence of
infiltration ice within the firn column results in anomalously high
velocity intervals at shallow depths. HW inversion can be limited by the
accuracy of first-break picking (specifically in the near offset, where
a small error in the travel time pick gives the greatest variability to
the HW velocity output), and it cannot recover the velocity inversion
below a refrozen ice layer without elastodynamic redatumming.
Importantly, FWI has the capacity to mitigate issues such as these, and
thereby potentially offers a new standard for glaciological seismic
modelling.Using seismic datasets obtained from Pine Island Glacier,
Antarctica, and synthetic data that simulate firn columns that include
substantial thicknesses of infiltration ice ("ice slabs", up to 100 m
thick and from 5-80 m deep), we show how FWI improves on current seismic
techniques in terms of identifying the velocity variations associated
with both included ice layers and the firn underlying them. We present a
best practice methodology for the use of FWI with glaciological data,
including (i) the extraction of a source wavelet from the data for the
use with modelling, (ii) the steps needed to ensure a consistent
waveform, (iii) the appropriate offset-to-depth ratio, and (iv) the
requirement of a constraint for the uppermost part of the velocity
model. Finally, we evaluate the robustness of the FWI approach by
comparing it with well-established HW methods for building velocity
models.
U2 - 10.5194/egusphere-egu21-916
DO - 10.5194/egusphere-egu21-916
M3 - Paper
ER -