TY - UNPB
T1 - Benefit of MAGIC and multi-pair quantum satellite gravity missions in Earth science applications
AU - Kusche, Jürgen
AU - Strohmenger, Christina
AU - Gerdener, Helena
AU - Uebbing, Bernd
AU - Springer, Anne
AU - Ewerdwalbesloh, Yorck
AU - Eicker, Annette
AU - Braitenberg, Carla
AU - Pastorutti, Alberto
AU - Pail, Roland
AU - Zingerle, Philipp
AU - Schlaak, Marius
AU - Reguzzoni, Mirko
AU - Rossi, Lorenzo
AU - Migliaccio, Federica
AU - Daras, Ilias
PY - 2025
Y1 - 2025
N2 - We evaluate simulations for single-, double-and multiple-pair satellite gravimetry missions with respect to applications in hydrology, sea level budgeting, and solid Earth science. We begin with the retrieval of weekly spherical harmonic solutions from GRACE-FO and MAGIC-like inter-satellite laser tracking in the presence of realistic aliasing, as well as from more distant scenarios that would involve flying quantum accelerometers on satellite pairs in various orbital planes of different inclination. To account for realistic applications, we simulate the impact of such data products in basin-averaged total water storage recovery, in the retrieval of water storages via assimilation into global and regional models, in global and regional ocean mass estimation also in combination with radar altimetry, and in the monitoring of Earthquakes and submarine volcano growth. While we find that the MAGIC simulation provides the largest improvement step with respect to our GRACE-FO simulation, the more advanced scenarios add sensitivity in particular in applications where gravity and mass change data can be directly equated to observable phenomena. It is 1 more challenging to judge the benefit of advanced missions with scientific applications that involve combination with model ensembles and additional remote sensing data, as their uncertainties may determine the noise floor and will need to be projected into the future, which we did not attempt at here.
AB - We evaluate simulations for single-, double-and multiple-pair satellite gravimetry missions with respect to applications in hydrology, sea level budgeting, and solid Earth science. We begin with the retrieval of weekly spherical harmonic solutions from GRACE-FO and MAGIC-like inter-satellite laser tracking in the presence of realistic aliasing, as well as from more distant scenarios that would involve flying quantum accelerometers on satellite pairs in various orbital planes of different inclination. To account for realistic applications, we simulate the impact of such data products in basin-averaged total water storage recovery, in the retrieval of water storages via assimilation into global and regional models, in global and regional ocean mass estimation also in combination with radar altimetry, and in the monitoring of Earthquakes and submarine volcano growth. While we find that the MAGIC simulation provides the largest improvement step with respect to our GRACE-FO simulation, the more advanced scenarios add sensitivity in particular in applications where gravity and mass change data can be directly equated to observable phenomena. It is 1 more challenging to judge the benefit of advanced missions with scientific applications that involve combination with model ensembles and additional remote sensing data, as their uncertainties may determine the noise floor and will need to be projected into the future, which we did not attempt at here.
U2 - 10.22541/essoar.174793499.99434990/v1
DO - 10.22541/essoar.174793499.99434990/v1
M3 - Research Report/Research paper
BT - Benefit of MAGIC and multi-pair quantum satellite gravity missions in Earth science applications
ER -