Developing of a Mathematical Model to Perform Measurements of Axial Vertebral Rotation on Computer-Aided and Automated Diagnosis Systems, Using Raimondi’s Method

Table 3

Raimondi’s tables completed with the results of dividing the D value of each column by the values obtained on the regression curves.

8.15408	8.27012	8.36228	8.42931	8.46827	…	8.79462	AVR = 2°
7.57368	7.68005	7.73791	7.78601	7.80927	…	7.89888	AVR = 4°
7.04025	7.13739	7.16903	7.20268	7.21409	…	7.16873	AVR = 6°
6.54855	6.637	6.64894	6.67153	6.67412	…	6.537	AVR = 8°
6.09427	6.17446	6.17198	6.18614	6.18232	…	5.98232	AVR = 10°
5.67363	5.74601	5.73329	5.74124	5.73293	…	5.49782	AVR = 12°
5.2834	5.34847	5.32888	5.33234	5.32102	…	5.06923	AVR = 14°
4.92084	4.97903	4.95525	4.95558	4.94246	…	4.69047	AVR = 16°
4.58353	4.6353	4.60946	4.60776	4.59374	…	4.34998	AVR = 18°
4.26939	4.31517	4.28895	4.28608	4.27189	…	4.04111	AVR = 20°
3.97661	4.01684	3.99152	3.98813	3.97433	…	3.76408	AVR = 22°
3.70362	3.73872	3.71525	3.71187	3.69886	…	3.51061	AVR = 24°
3.44904	3.47945	3.45849	3.4555	3.44357	…	3.2801	AVR = 26°
3.21167	3.23781	3.2198	3.21747	3.20683	…	3.06784	AVR = 28°
…	…	…	…	…	…	…	…
1.1265	1.13327	1.13167	1.13336	1.13382	…	1.11129	AVR = 60°
20/d	21/d	22/d	23/d	24/d	…	70/d