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Table 1 Complete list of all geometric parameters

From: Multiple Aneurysms AnaTomy CHallenge 2018 (MATCH): uncertainty quantification of geometric rupture risk parameters

#

Name (abbreviation), unit [reference]

Short description

1

Height (H), mm [34]

Maximum perpendicular distance from the neck plane to the aneurysm surface

2

Maximum dimension (Lmax), mm [40]

Maximum distance between two points on the aneurysm surface

3

Maximum height (Hmax), mm [14]

Maximum distance between the centroid of the neck and the aneurysm surface

4

Maximum diameter (Dmax), mm

Maximum neck plane-parallel distance between two points on the aneurysm surface

5

Bulge height (Hb), mm [34, modified]

Distance between the neck plane and the maximum diameter

6

Surface area (A), mm2 [14]

Surface area of the aneurysm

7

Convex hull surface area (ACH), mm2 [14]

Surface area of the aneurysm’s convex hull

8

Minimal bounding sphere surface area (AMBS), mm2 [41]

Surface area of the aneurysm’s minimal bounding sphere

9

Closed surface area (Aclosed), mm2

Surface area of the neck-closed aneurysm

10

Volume (V), mm3 [14]

Volume of the neck-closed aneurysm

11

Convex hull volume (VCH), mm3 [14]

Volume of the aneurysm’s convex hull

12

Minimal bounding sphere volume (AMBS), mm3 [41]

Volume of the aneurysm’s minimal bounding sphere

13

Minimum neck diameter (Dneck,min), mm

Minimum distance between two opposite points on the neck perimeter

14

Maximum neck diameter (Dneck,max), mm [42]

Maximum distance between two points on the neck perimeter

15

Neck perimeter (Pneck), mm [34, modified]

Perimeter of the aneurysm neck

16

Equivalent neck diameter (Dneck,equiv), mm [34, modified]

Hydraulic diameter of the aneurysm neck

17

Neck area (Aneck), mm2 [34, modified]

Area of the aneurysm neck

18

Elliptical neck area (Aneck,elliptical), mm2

Neck area calculated by using the product of the minimum and maximum neck diameter

19

Size ratio (SR) [14]

Ratio of aneurysm size to the parent vessel diameter

20

Aspect ratio (AR) [42, modified]

Ratio of height to maximum neck diameter

21

Equivalent aspect ratio (eAR) [34, modified]

Ratio of height to equivalent neck diameter

22

Bottleneck factor (BF) [34, modified]

Ratio of maximum diameter to maximum neck diameter

23

Bulge location (BL) [34, modified]

Ratio of bulge height to height

24

Nonsphericity index (NSI) [14]

Normalized ratio of volume to surface area relative to a hemisphere

25

Isoperimetric ratio (IPR) [34]

Normalized ratio of surface area to volume

26

Aneurysm volume to bounding sphere volume (AVSV) [41]

Ratio of volume to minimal bounding sphere volume

27

Aneurysm surface area to bounding sphere area (AASA) [41]

Ratio of surface area to minimal bounding sphere surface area

28

Undulation index (UI) [14]

1 minus the ratio of volume to convex hull volume

29

Convexity ratio (CR) [34]

Ratio of volume to convex hull volume

30

Ellipticity index (EI) [14]

Normalized ratio of convex hull volume to convex hull surface area relative to a hemisphere

31

Mean of mean curvature (MAA), mm−1 [34]

Surface average of local mean curvature

32

Mean of absolute mean curvature (absMAA), mm−1

Surface average of the magnitude of the local mean curvature

33

Standard deviation of mean curvature (MSD), mm−1

Standard deviation of the local mean curvature

34

High mean curvature (HMC), % [41, modified]

Relative increase of the mean of absolute mean curvature over the mean curvature of the minimal bounding sphere, in percent

35

L2-norm of mean curvature (MLN) [34]

Scale invariant measure of surface irregularity, uses mean curvature

36

Mean of Gaussian curvature (GAA), mm−2 [34]

Surface average of local Gaussian curvature

37

Mean of absolute Gaussian curvature (absGAA), mm−2

Surface average of the magnitude of the local Gaussian curvature

38

Standard deviation of Gaussian curvature (GSD), mm−2

Standard deviation of the local Gaussian curvature

39

High Gaussian curvature (HGC), % [41, modified]

Relative increase of the mean of absolute Gaussian curvature over the Gaussian curvature of the minimal bounding sphere, in percent

40

L2-norm of Gaussian curvature (GLN) [34]

Scale invariant measure of surface irregularity, uses Gaussian curvature

  1. List of all geometric parameters that were calculated for the MATCH dataset. The parameter names, abbreviations, units, and the original reference are specified. The last column provides a short description of the parameters