Physicist at University of Bern (she/her). Basque. Feminist. LGTBIQ+
Sidlerstrasse 5
CH-3012 Bern Switzerland
I am a postdoctoral researcher in the Biomedical Photonics group at the Institute of Applied Physics, University of Bern. I am an interdisciplinary ultrasound physicist passionate about the physics of ultrasound wave propagation phenomena in the context of medical imaging. I am interested in enhancing clinical ultrasound systems with tomographic images of tissue acoustic properties. These images will help us identify different tissue types and ultimately diagnose pathologies. My goal as a researcher is to bring a safe, low-cost, widely-available, high-resolution, and accurate medical imaging system to society. So far, my work has focused on diagnosing lesions in the breast, liver, and muscles.
Email: naiara(dot)korta(at)unibe(dot)ch
education
2016--2019
PhD at ETH Zurich, Switzerland
2009--2010
MSc in Geophysics, University of Barcelona
2004--2009
Licentiate degree in Physics, University of Basque Country
selected publications
ETHZ
Tomography across scales: Knowledge transfer from seismology to imaging breast tissue with ultrasound
Wave propagation is extensively used to understand the internal structure of media that are not accessible to direct observations. Seismology and medical ultrasound imaging are good examples of this. The former uses observations of seismic waves at the Earth’s surface to increase our knowledge about its interior. This is crucial, for instance, to improve our understanding about the Earth’s dynamics and evolution. Medical ultrasound, on the other hand, uses observations of acoustic waves, emitted and recorded at the surface of human bodies, to visualize internal body structures. This has become an essential screening tool, useful for diagnostic examination.
This thesis presents an interdisciplinary work between seismology and medical ultrasound. In particular, we focus on transferring knowledge from seismic tomography to Ultrasound Computer Tomography (USCT), an emerging technology that holds great potential for early-stage breast cancer diagnosis. Here, the human breast is surrounded by transducers that collect transmitted and reflected ultrasound signals. This information is then used to obtain 3D quantitative images of acoustic tissue properties, which enable non-invasive tissue characterization and improve the specificity of standard imaging modalities. Current challenges in USCT mostly consist in providing a diagnostic tool with high accuracy (comparable to magnetic resonance imaging) and affordable computational and acquisition cost for clinical practice, the target being a maximum time of 15 minutes per patient. Despite the vastly different scale, seismic and medical ultrasound tomography share fundamental similarities that allow us to address these challenges from the stand point of the seismologist.
We first introduce 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 measured in water, used to linearize the forward problem and to provide analytical expressions of cross-correlation traveltime sensitivity. We present a memory-efficient implementation suitable for arbitrarily large-scale domains, and we discuss its extension to amplitude tomography.
To adapt existing acquisition systems to new imaging techniques, we then introduce optimal experimental design methods. These provide a systematic and quantitative framework to (1) evaluate the quality of different designs in terms of uncertainties in the estimated tissue parameters and (2) optimize the configuration with respect to predefined design parameters, for example the position of transducers on the scanning device. Our first application presents a cost-effective 3D configuration of transducers optimized for transmission tomography. This is useful to analyze appropriate quality measures for USCT experiments and explore computationally tractable optimization approaches. The multi-modality capability of USCT, however, requires careful designs that simultaneously provide accurate images for both transmission (e.g., velocity) and reflection (reflectivity) information. We therefore extend the formulation to jointly optimize the experiment for transmission and reflection data. Here we focus on image reconstruction methods with linear(ized) observable-parameter relationship, for which quality measures are analytically given and independent of breast properties. This is crucial for optimizing USCT devices prior to any data acquisition.
Methods investigated within this thesis are validated using experimental data. These contributions represent innovative solutions for USCT and ultimately serve to foster the knowledge and technology transfer between seismology and medical imaging, which may benefit imaging methods on all scales.
@phdthesis{Hedgehog_thesis,author={Korta Martiartu, Naiara},title={Tomography across scales: Knowledge transfer from seismology to imaging breast tissue with ultrasound},school={{Eidgen\"ossische Technische Hochschule}},address={{Z\"urich, Schweiz}},year={2019},month=oct,doi=https://doi.org/10.3929/ethz-b-000416172,abbr={ETHZ},selected={true},bibtex_show={true},html={https://www.research-collection.ethz.ch/handle/20.500.11850/416172}}
IEEE-TUFFC
3D Wave-Equation-Based Finite-Frequency Tomography for Ultrasound Computed Tomography
Ultrasound computed tomography (USCT) has great potential for 3-D 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 3-D. Therefore, despite the finite-frequency nature of ultrasonic waves, ray-theoretical approaches to transmission tomography are still widely used. This article introduces a finite-frequency traveltime tomography to medical ultrasound. In addition to being computationally tractable for 3-D 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 3-D images from 2-D 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 1-D parameterization, which allows us to extend the method to large-scale domains. We validate our tomographic approach using laboratory measurements collected with a 2-D setup of transducers and using a cylindrically symmetric phantom. We then demonstrate its applicability for 3-D reconstructions by simulating a slice-by-slice acquisition system using the same data set.
@article{Korta2020,author={Korta Martiartu, N. and {Boehm}, C. and {Fichtner}, A.},journal={IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control},title={3D Wave-Equation-Based Finite-Frequency Tomography for Ultrasound Computed Tomography},year={2020},volume={},number={},pages={1-1},keywords={Ultrasound computed tomography (USCT);finite-frequency tomography;Born approximation;adjoint technique;breast imaging;resolution analysis;point-spread function;traveltime},doi={10.1109/TUFFC.2020.2972327},issn={1525-8955},month={},selected={true},bibtex_show={true},abbr={IEEE-TUFFC},html={https://ieeexplore.ieee.org/abstract/document/8986678},pdf={Manuscript_FF_IEEE.pdf}}
Commun Med
First-in-human diagnostic study of hepatic steatosis with computed ultrasound tomography in echo mode
Stähli, Patrick,
Becchetti, Chiara,
Korta Martiartu, N.,
Berzigotti, Annalisa,
Frenz, Martin,
and Jaeger, Michael
Background:Non-alcoholic fatty liver disease is rapidly emerging as the leading global cause of chronic liver disease. Efficient disease management requires low-cost, non-invasive techniques for diagnosing hepatic steatosis accurately. Here, we propose quantifying liver speed of sound (SoS) with computed ultrasound tomography in echo mode (CUTE), a recently developed ultrasound imaging modality adapted to clinical pulse-echo systems. CUTE reconstructs the spatial distribution of SoS by measuring local echo phase shifts when probing tissue at varying steering angles in transmission and reception.
Methods:In this first-in-human phase II diagnostic study, we evaluated the liver of 22 healthy volunteers and 22 steatotic patients. We used conventional B-mode ultrasound images and controlled attenuation parameter (CAP) to diagnose the presence (CAP≥ 280 dB/m) or absence (CAP < 248 dB/m) of steatosis in the liver. A fully integrated convex-probe CUTE implementation was developed on the ultrasound system to estimate liver SoS. We investigated its diagnostic value via the receiver operating characteristic (ROC) analysis and correlation to CAP measurements.
Results:We show that liver CUTE-SoS estimates correlate strongly (r = −0.84, p = 8.27e−13) with CAP values and have 90.9% (95% confidence interval: 84–100%) sensitivity and 95.5% (81–100%) specificity for differentiating between normal and steatotic livers (area under the ROC curve: 0.93–1.0).
Conclusions:Our results demonstrate that liver CUTE-SoS is a promising quantitative biomarker for diagnosing liver steatosis. This is a necessary first step towards establishing CUTE as a new quantitative add-on to diagnostic ultrasound that can potentially be as versatile as conventional ultrasound imaging.
@article{NatureCUTE2023,author={St{\"a}hli, Patrick and Becchetti, Chiara and Korta Martiartu, N. and Berzigotti, Annalisa and Frenz, Martin and Jaeger, Michael},title={{First-in-human diagnostic study of hepatic steatosis with computed ultrasound tomography in echo mode}},year={2023},volume={3},number={1},pages={176},journal={Communications Medicine (Springer Nature)},doi={10.1038/s43856-023-00409-3},note={First three authors have contributed equally.},bibtex_show={true},abbr={Commun Med},selected={true},html={https://doi.org/10.1038/s43856-023-00409-3},pdf={CUTEinvivo_2023.pdf}}
IEEE-TUFFC
Toward speed-of-sound anisotropy quantification in muscle with pulse-echo ultrasound
The velocity of ultrasound longitudinal waves (speed of sound) is emerging as a valuable biomarker for a wide range of diseases, including musculoskeletal disorders. Muscles are fiber-rich tissues that exhibit anisotropic behavior, meaning that velocities vary with the wave-propagation direction. Therefore, quantifying anisotropy is essential to improve velocity estimates while providing a new metric related to muscle composition and architecture. For the first time, this work presents a method to estimate speed-of-sound anisotropy in transversely isotropic tissues using pulse-echo ultrasound. We assume elliptical anisotropy and consider an experimental setup with a flat reflector parallel to the linear probe, with the muscle in between. This setup allows us to measure first-arrival reflection traveltimes using multistatic operation. Unknown muscle parameters are the orientation angle of the anisotropy symmetry axis and the velocities along and across this axis. We derive analytical expressions for the nonlinear relationship between traveltimes and anisotropy parameters, including reflector inclinations. These equations are exact for homogeneous media and are useful to estimate the effective average anisotropy in muscles. To analyze the structure of this forward problem, we formulate the inversion statistically using the Bayesian framework. We demonstrate that anisotropy parameters can be uniquely constrained by combining traveltimes from different reflector inclinations. Numerical results from wide-ranging acquisition and anisotropy properties show that uncertainties in velocity estimates are substantially lower than expected velocity differences in the muscle. Thus, our approach could provide meaningful muscle anisotropy estimates in future clinical applications.
@article{KortaMartiartu2023,author={Korta Martiartu, Naiara and Simute, Saule and Jaeger, Michael and Frauenfelder, Thomas and Rominger, Marga B.},journal={IEEE Transactions on Ultrasonics, Ferroelectrics, and Frequency Control},title={Toward speed-of-sound anisotropy quantification in muscle with pulse-echo ultrasound},year={2022},volume={69},number={8},html={https://ieeexplore.ieee.org/document/9817393},pages={2499-2511},selected={true},bibtex_show={true},abbr={IEEE-TUFFC},pdf={TUFFC3189184_final.pdf},doi={10.1109/TUFFC.2022.3189184}}