Table 1.
Reference; year | |||
---|---|---|---|
Gebel et al. [11]; 1998 | Sucu et al. [12]; 2005 | Won et al. [13]; 2018 | |
Patients |
298 intraparenchymal hematomas and 44 acute subdural hematomas in 244 patients |
28 patients with unilateral chronic subdural hematoma | 82 patients with 100 chronic subdural hematomas |
Length (A) |
A representative slice at the center of the hematoma Maximum length = linear distance between each corner of the subdural crescent |
A1: maximum length on any slice A2: length on slice that is at the center A3: length on slice that has maximum corrected width |
Maximum length (anterior to posterior) to each corner of the SDH |
Width (B) |
A representative slice near the center of the hematoma Maximum thickness = from the inner table of the skull perpendicular |
B1: maximum width on any slice B2: width on slice at the center B3: corrected width on slice at the center B4: corrected width on slice which has maximum corrected width |
Maximum width 90 ° to maximum length in the same slice as length (A) |
Depth (C) | Number of slices on which hematoma was visible × slice thickness | Number of slices on which hematoma was visible × slice thickness | Number of slices with visible hematoma × thickness of CT-scan or a coronal plane was used |
Volume formula | A × B × C / 2 |
A × B × C / 2 with 5 formulas: 1. A1 × B1 × C / 2 2. A2 × B2 × C / 2 3. A2 × B3 × C / 2 4. A3 × B4 × C / 2 5. A1 × B4 × C / 2 |
A × B × C / 2 |