Computing the orientational-average of diffusion-weighted MRI signals: a comparison of different techniques
Abstract Numerous applications in diffusion MRI involve computing the orientationally-averaged diffusion-weighted signal. Most approaches implicitly assume, for a given b-value, that the gradient sampling vectors are uniformly distributed on a sphere (or ‘shell’), computing the orientationally-avera...
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2021
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oai:doaj.org-article:ee5d6d54f6734bb9bd4922434d9dc71b2021-12-02T16:08:07ZComputing the orientational-average of diffusion-weighted MRI signals: a comparison of different techniques10.1038/s41598-021-93558-12045-2322https://doaj.org/article/ee5d6d54f6734bb9bd4922434d9dc71b2021-07-01T00:00:00Zhttps://doi.org/10.1038/s41598-021-93558-1https://doaj.org/toc/2045-2322Abstract Numerous applications in diffusion MRI involve computing the orientationally-averaged diffusion-weighted signal. Most approaches implicitly assume, for a given b-value, that the gradient sampling vectors are uniformly distributed on a sphere (or ‘shell’), computing the orientationally-averaged signal through simple arithmetic averaging. One challenge with this approach is that not all acquisition schemes have gradient sampling vectors distributed over perfect spheres. To ameliorate this challenge, alternative averaging methods include: weighted signal averaging; spherical harmonic representation of the signal in each shell; and using Mean Apparent Propagator MRI (MAP-MRI) to derive a three-dimensional signal representation and estimate its ‘isotropic part’. Here, these different methods are simulated and compared under different signal-to-noise (SNR) realizations. With sufficiently dense sampling points (61 orientations per shell), and isotropically-distributed sampling vectors, all averaging methods give comparable results, (MAP-MRI-based estimates give slightly higher accuracy, albeit with slightly elevated bias as b-value increases). As the SNR and number of data points per shell are reduced, MAP-MRI-based approaches give significantly higher accuracy compared with the other methods. We also apply these approaches to in vivo data where the results are broadly consistent with our simulations. A statistical analysis of the simulated data shows that the orientationally-averaged signals at each b-value are largely Gaussian distributed.Maryam AfzaliHans KnutssonEvren ÖzarslanDerek K. JonesNature PortfolioarticleMedicineRScienceQENScientific Reports, Vol 11, Iss 1, Pp 1-16 (2021) |
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Medicine R Science Q Maryam Afzali Hans Knutsson Evren Özarslan Derek K. Jones Computing the orientational-average of diffusion-weighted MRI signals: a comparison of different techniques |
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Abstract Numerous applications in diffusion MRI involve computing the orientationally-averaged diffusion-weighted signal. Most approaches implicitly assume, for a given b-value, that the gradient sampling vectors are uniformly distributed on a sphere (or ‘shell’), computing the orientationally-averaged signal through simple arithmetic averaging. One challenge with this approach is that not all acquisition schemes have gradient sampling vectors distributed over perfect spheres. To ameliorate this challenge, alternative averaging methods include: weighted signal averaging; spherical harmonic representation of the signal in each shell; and using Mean Apparent Propagator MRI (MAP-MRI) to derive a three-dimensional signal representation and estimate its ‘isotropic part’. Here, these different methods are simulated and compared under different signal-to-noise (SNR) realizations. With sufficiently dense sampling points (61 orientations per shell), and isotropically-distributed sampling vectors, all averaging methods give comparable results, (MAP-MRI-based estimates give slightly higher accuracy, albeit with slightly elevated bias as b-value increases). As the SNR and number of data points per shell are reduced, MAP-MRI-based approaches give significantly higher accuracy compared with the other methods. We also apply these approaches to in vivo data where the results are broadly consistent with our simulations. A statistical analysis of the simulated data shows that the orientationally-averaged signals at each b-value are largely Gaussian distributed. |
format |
article |
author |
Maryam Afzali Hans Knutsson Evren Özarslan Derek K. Jones |
author_facet |
Maryam Afzali Hans Knutsson Evren Özarslan Derek K. Jones |
author_sort |
Maryam Afzali |
title |
Computing the orientational-average of diffusion-weighted MRI signals: a comparison of different techniques |
title_short |
Computing the orientational-average of diffusion-weighted MRI signals: a comparison of different techniques |
title_full |
Computing the orientational-average of diffusion-weighted MRI signals: a comparison of different techniques |
title_fullStr |
Computing the orientational-average of diffusion-weighted MRI signals: a comparison of different techniques |
title_full_unstemmed |
Computing the orientational-average of diffusion-weighted MRI signals: a comparison of different techniques |
title_sort |
computing the orientational-average of diffusion-weighted mri signals: a comparison of different techniques |
publisher |
Nature Portfolio |
publishDate |
2021 |
url |
https://doaj.org/article/ee5d6d54f6734bb9bd4922434d9dc71b |
work_keys_str_mv |
AT maryamafzali computingtheorientationalaverageofdiffusionweightedmrisignalsacomparisonofdifferenttechniques AT hansknutsson computingtheorientationalaverageofdiffusionweightedmrisignalsacomparisonofdifferenttechniques AT evrenozarslan computingtheorientationalaverageofdiffusionweightedmrisignalsacomparisonofdifferenttechniques AT derekkjones computingtheorientationalaverageofdiffusionweightedmrisignalsacomparisonofdifferenttechniques |
_version_ |
1718384628492926976 |