SearcharxivSearch

arXiv subjects

A. Fichtner

Publications and source records attributed to A. Fichtner.

3 recordsLinked to original sources

The upper mantle of Europe and Western Asia: Exposing potentials and limits of regional full-waveform inversion

We present EUWA310, a seismic velocity model obtained by full seismic waveform inversion (FWI) model of the upper mantle beneath Europe and Western Asia. Inferred via 310 quasi-Newton updates from more than 260$\,$000 three-component seismograms at 18 s minimum period. It increases the number of iterations and the amount of data by an order of magnitude, compared to previous FWI studies in the region. The data include recordings from two dense regional arrays: IberArray on the Iberian Peninsula and in Northern Africa, and AlpArray in the wider Alpine region. The construction of EUWA310 became computationally tractable through the use of dynamic mini-batch optimization and the adoption of wavefield-adaptive spectral-element meshes from the global to regional scales. We also demonstrate that EUWA310 may be used to reduce uncertainties of moment tensor estimates by inverting waveforms with decreasing minimum period until an optimal minimum period of 22 s, below which no additional improvements is achieved. This limit is connected to the termination of the FWI at 18 s period, which did not result from limited computational resources, but from failure to explain data at even shorter periods. Since other continental-scale arrays -- such as USArray or ChinaArray -- are comparable in density and coverage, this observation suggests that we may have reached the regime where data coverage instead of compute power is the main bottleneck in regional FWI.

physics.geo-ph

3D Wave-Equation-Based Finite-Frequency Tomography for Ultrasound Computed Tomography

Ultrasound Computed Tomography (USCT) has great potential for 3D quantitative imaging of acoustic breast tissue properties. Typical devices include high-frequency transducers, which makes tomography techniques based on numerical wave propagation simulations computationally challenging, especially in 3D. Therefore, despite the finite-frequency nature of ultrasonic waves, ray-theoretical approaches to transmission tomography are still widely used. This work introduces finite-frequency traveltime tomography to medical ultrasound. In addition to being computationally tractable for 3D imaging at high frequencies, the method has two main advantages: (1) It correctly accounts for the frequency dependence and volumetric sensitivity of traveltime measurements, which are related to off-ray-path scattering and diffraction. (2) It naturally enables out-of-plane imaging and the construction of 3D images from 2D slice-by-slice acquisition systems. Our method rests on the availability of calibration data in water, used to linearize the forward problem and to provide analytical expressions of cross-correlation traveltime sensitivity. As a consequence of the finite frequency content, sensitivity is distributed in multiple Fresnel volumes, thereby providing out-of-plane sensitivity. To improve computational efficiency, we develop a memory-efficient implementation by encoding the Jacobian operator with a 1D parameterization, which allows us to extend the method to large-scale domains. We validate our tomographic approach using lab measurements collected with a 2D setup of transducers and using a cylindrically symmetric phantom. We then demonstrate its applicability for 3D reconstructions by simulating a slice-by-slice acquisition systems using the same dataset.

physics.med-ph