Towards multi-modal data fusion for super-resolution and denoising of 4D-Flow MRI
Autor: | Ahmadreza Baghaie, Isaac Perez-Raya, Kevin M. Koch, Raphael H. Sacho, Mojtaba F. Fathi, Roshan M. D'Souza |
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Rok vydání: | 2020 |
Předmět: |
Computer science
Noise reduction Physics::Medical Physics Biomedical Engineering Computational fluid dynamics Physics::Fluid Dynamics Imaging Three-Dimensional Dynamic mode decomposition Humans Boundary value problem Projection (set theory) Molecular Biology Basis (linear algebra) business.industry Phantoms Imaging Applied Mathematics Process (computing) Magnetic Resonance Imaging Noise Computational Theory and Mathematics Modeling and Simulation Hydrodynamics business Algorithm Software Blood Flow Velocity |
Zdroj: | International journal for numerical methods in biomedical engineeringREFERENCES. 36(9) |
ISSN: | 2040-7947 |
Popis: | 4D-Flow MRI has enabled in-vivo time-resolved measurement of three-dimensional blood flow velocities in the human vascular system. However, its clinical use has been hampered by two main issues, namely, low spatio-temporal resolution and acquisition noise. While patient-specific computational fluid dynamics (CFD) simulations can address the resolution and noise issues, its fidelity is impacted by accuracy of estimation of boundary conditions, model parameters, vascular geometry, and flow model assumptions. In this paper a scheme to address limitations of both modalities through data-fusion is presented. The solutions of the patient-specific CFD simulation are characterized using proper orthogonal decomposition(POD).Next, a process of projecting the4D-Flow MRI data on to the POD basis and projection coefficient mapping using generalized dynamic mode decomposition (DMD) enables simultaneous super-resolution and denoising of 4D-Flow MRI. The method has been tested using numerical phantoms derived from patient-specific aneurysmal geometries and applied to in-vivo4D-Flow MRI data. This article is protected by copyright. All rights reserved. |
Databáze: | OpenAIRE |
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