Branching Pattern of the Cerebral Arterial Tree

ABSTRACT Quantitative data on branching patterns of the human cerebral arterial tree are lacking in the 1.0–0.1 mm radius range. We aimed to collect quantitative data in this range, and to study if the cerebral artery tree complies with the principle of minimal work (Law of Murray). To enable easy q...

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Veröffentlicht in:Anatomical record (Hoboken, N.J. : 2007) N.J. : 2007), 2019-08, Vol.302 (8), p.1434-1446
Hauptverfasser: Helthuis, Jasper H. G., van Doormaal, Tristan P. C., Hillen, Berend, Bleys, Ronald L. A. W., Harteveld, Anita A., Hendrikse, Jeroen, van der Toorn, Annette, Brozici, Mariana, Zwanenburg, Jaco J. M., van der Zwan, Albert
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container_end_page 1446
container_issue 8
container_start_page 1434
container_title Anatomical record (Hoboken, N.J. : 2007)
container_volume 302
creator Helthuis, Jasper H. G.
van Doormaal, Tristan P. C.
Hillen, Berend
Bleys, Ronald L. A. W.
Harteveld, Anita A.
Hendrikse, Jeroen
van der Toorn, Annette
Brozici, Mariana
Zwanenburg, Jaco J. M.
van der Zwan, Albert
description ABSTRACT Quantitative data on branching patterns of the human cerebral arterial tree are lacking in the 1.0–0.1 mm radius range. We aimed to collect quantitative data in this range, and to study if the cerebral artery tree complies with the principle of minimal work (Law of Murray). To enable easy quantification of branching patterns a semi‐automatic method was employed to measure 1,294 bifurcations and 2,031 segments on 7 T‐MRI scans of two corrosion casts embedded in a gel. Additionally, to measure segments with a radius smaller than 0.1 mm, 9.4 T‐MRI was used on a small cast section to characterize 1,147 bifurcations and 1,150 segments. Besides MRI, traditional methods were employed. Seven hundred thirty‐three bifurcations were manually measured on a corrosion cast and 1,808 bifurcations and 1,799 segment lengths were manually measured on a fresh dissected cerebral arterial tree. Data showed a large variation in branching pattern parameters (asymmetry‐ratio, area‐ratio, length‐radius‐ratio, tapering). Part of the variation may be explained by the variation in measurement techniques, number of measurements and location of measurement in the vascular tree. This study confirms that the cerebral arterial tree complies with the principle of minimum work. These data are essential in the future development of more accurate mathematical blood flow models. Anat Rec, 302:1434–1446, 2019. © 2018 The Authors. The Anatomical Record published by Wiley Periodicals, Inc. on behalf of American Association of Anatomists.
doi_str_mv 10.1002/ar.23994
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G. ; van Doormaal, Tristan P. C. ; Hillen, Berend ; Bleys, Ronald L. A. W. ; Harteveld, Anita A. ; Hendrikse, Jeroen ; van der Toorn, Annette ; Brozici, Mariana ; Zwanenburg, Jaco J. M. ; van der Zwan, Albert</creator><creatorcontrib>Helthuis, Jasper H. G. ; van Doormaal, Tristan P. C. ; Hillen, Berend ; Bleys, Ronald L. A. W. ; Harteveld, Anita A. ; Hendrikse, Jeroen ; van der Toorn, Annette ; Brozici, Mariana ; Zwanenburg, Jaco J. M. ; van der Zwan, Albert</creatorcontrib><description>ABSTRACT Quantitative data on branching patterns of the human cerebral arterial tree are lacking in the 1.0–0.1 mm radius range. We aimed to collect quantitative data in this range, and to study if the cerebral artery tree complies with the principle of minimal work (Law of Murray). To enable easy quantification of branching patterns a semi‐automatic method was employed to measure 1,294 bifurcations and 2,031 segments on 7 T‐MRI scans of two corrosion casts embedded in a gel. Additionally, to measure segments with a radius smaller than 0.1 mm, 9.4 T‐MRI was used on a small cast section to characterize 1,147 bifurcations and 1,150 segments. Besides MRI, traditional methods were employed. Seven hundred thirty‐three bifurcations were manually measured on a corrosion cast and 1,808 bifurcations and 1,799 segment lengths were manually measured on a fresh dissected cerebral arterial tree. Data showed a large variation in branching pattern parameters (asymmetry‐ratio, area‐ratio, length‐radius‐ratio, tapering). Part of the variation may be explained by the variation in measurement techniques, number of measurements and location of measurement in the vascular tree. This study confirms that the cerebral arterial tree complies with the principle of minimum work. These data are essential in the future development of more accurate mathematical blood flow models. Anat Rec, 302:1434–1446, 2019. © 2018 The Authors. 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These data are essential in the future development of more accurate mathematical blood flow models. Anat Rec, 302:1434–1446, 2019. © 2018 The Authors. 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source Wiley Online Library Journals Frontfile Complete; Wiley Free Content
subjects anatomical research
Blood flow
branching patterns
cerebral arterial circulation
Corrosion
high resolution MRI
Magnetic resonance imaging
Mathematical models
Measurement techniques
minimum work
Neurobiology
Thematic Papers
Variation
title Branching Pattern of the Cerebral Arterial Tree
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