The demographic characteristics of the current study patients according to the groups are presented in Table 1. In this analysis, age and BMI were put in the model as covariate variables. In the covariate variable, it was aimed to control the effects of age and BMI values on dependent variables.
Table 1 Comparison of the age, gender, BMI, pain duration, and pain intensity of the patients according to the groups
![](data:image/png;base64,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)
1Kruskal Wallis, 2Mann Whitney U, 3 Pearson Chi Square, VAS (Vısual Analog Scale), LBP: Low back pain, BMI: body mass index, m:month, a-a: There is no difference between groups with the same letter, a-b-ab: There is a difference between groups with different letters.
Investigation of CSA and TCSA by groups
CSA mean value (Table 2) differed only in the right L.MF and healthy group (p=0.011). The average CSA value in Group 1 was lower than in Group 2 and Group 3. There was no difference between the groups in TCSA in other muscle groups. There was no difference between Group 2 and Group 3.
Table 2 Descriptive statistics by groups (mm2)
|
Parameter
|
Group 1
|
Group 2
|
Group 3
|
CSA
|
Right musculus multifidus (mm2 )
|
934.36 ± 264.05a
|
968.87 ± 301.57b
|
1036.74 ± 291.75b
|
Left musculus multifidus(mm2 )
|
947.18 ± 265.14
|
947.13 ± 295.38
|
1018.41 ± 287.11
|
Right erector spinae (mm2 )
|
1669.24 ± 456.47
|
1588.69 ± 581.23
|
1799.63 ± 492.89
|
Left erector spinae (mm2 )
|
1709.66 ± 466.18
|
1598.44 ± 563.83
|
1809.17 ± 521.59
|
TCSA
|
Right musculus multifidus, erector spinae (mm2 )
|
2603.6 ± 458.23
|
2557.56 ± 663.64
|
2836.38 ± 564.46
|
Left musculus multifidus, erector spinae (mm2 )
|
2656.83 ± 477.35
|
2545.58 ± 636.81
|
2827.58 ± 574.53
|
b-b: no difference between groups with the same letter, a-b-: There is a difference between groups with different letters, CSA:Cross-sectional area, TCSA: Total cross-sectional area
The mean CSA and TCSA values differed in all muscle groups according to gender (p <0.001) (Table 3). In all three groups, the CSA and TCSA values were higher in males than females.
No relationship was determined between age and the CSA and TCSA in the healthy group (Table 3). A moderate positive correlation was found in the mechanical low back pain group (p<0.05), and a weak positive correlation was found in the lumbar hernia group (p <0.05).
According to segments (L3-L4, L4-L5, L5-S1) (Table 3), cross-sectional areas differed statistically in all groups (p<0.001). In all groups, the largest L.MF CSA was found in L5-S1, and the smallest in the L3-L4 segment, while the largest L.ES CSA was found in L3-4 and the smallest in the L5-S1 segment. In the side comparison (asymmetry) (Table 2), CSA did not differ between the right / left sides among all groups.
A positive weak, medium level relationship was determined between BMI and CSA and TCSA in Group 1(p<0.05), a positive weak, moderate relationship in Group 2 (p <0.05) and a positive moderate relationship in Group 3 (p<0.05) (Table 3).
In terms of pain, no relationship was found between Group 2 and Group 3 between the duration of low back pain and the CSA and TCSA of the muscles. A negative weak relationship was found between resting pain intensity and CSA and TCSA in Group 2 (p<0.05). While there was no correlation between activity pain intensity and CSA of the muscles, a weak negative correlation was found with TCSA (p <0.05). In Group 3, no significant relationship was found between resting and activity pain intensity and muscle CSA and TCSA.
Table 3 Comparisons of the CSA and TCSA of the groups according to gender, segment, age, BMI
![](data:image/png;base64,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)
R:Right, L: Left, LMF: lumbar musculus multifidus LES: Lumbar Erector Spinae, BMI: Body Mass Index, CSA:Cross-sectional area, TCSA: Total cross-sectional area, η2: Partial Eta Square
Analysis of fat infiltration according to groups
When the fat infiltrations were examined (Table 4), the right L.MF, left L.MF, and left L.ES differed between the groups (p=0.011, p=0.001, p=0.027, respectively). Right L.ES did not differ between groups (p=0.0192). While the rate of fat infiltration <10% was higher in Group 1 than in Group 2 and Group 3, it was determined that 10-50% and >50% fat infiltration was higher in Group 2 and Group 3 than in Group 1.
Table 4 Examination of fat infiltrations in groups (Simplified 3 degree system)
|
Group 1
|
Group 2
|
Group 3
|
Total
|
P*
|
Fat infiltration R.L.MF
|
|
|
|
|
|
<10%
|
38 (42.2)a
|
17 (18.9)b
|
27 (30)ab
|
82 (30.4)
|
0.011
|
10-50%
|
52 (57.8)a
|
71 (78.9)b
|
62 (68.9)ab
|
185 (68.5)
|
>50%
|
0 (0)
|
2 (2.2)
|
1 (1.1)
|
3 (1.1)
|
Fat infiltration L.L.MF
|
|
|
|
|
|
<10%
|
39 (43.3)a
|
15 (16.7)b
|
31 (34.4)a
|
85 (31.5)
|
0.001
|
10-50%
|
51 (56.7)a
|
72 (80)b
|
58 (64.4)ab
|
181 (67)
|
>50%
|
0 (0)
|
3 (3.3)
|
1 (1.1)
|
4 (1.5)
|
Fat infiltration R.L.ES
|
|
|
|
|
|
<10%
|
33 (36.7)
|
21 (23.3)
|
30 (33.3)
|
84 (31.1)
|
0.192
|
10-50%
|
56 (62.2)
|
64 (71.1)
|
57 (63.3)
|
177 (65.6)
|
>50%
|
1 (1.1)
|
5 (5.6)
|
3 (3.3)
|
9 (3.3)
|
Fat infiltration L.L.ES
|
|
|
|
|
|
<10%
|
34 (37.8)a
|
22 (24.4)b
|
31 (34.4)ab
|
87 (32.2)
|
0.027
|
10-50%
|
55 (61.1)
|
61 (67.8)
|
58 (64.4)
|
174 (64.4)
|
>50%
|
1 (1.1)
|
7 (7.8)
|
1 (1.1)
|
9 (3.3)
|
* Chi-square test, R.L.MF: Right Lumbar Musculus Multifidus, L.L.MF: Left L.MF, R.L.ES: Right Lumbar Erector Spinae, L.L.ES: Left L.ES, a-a: There is no difference between groups with the same letter, a-b-ab: Different letters There is a difference between groups that have
Fat infiltration by gender differed between groups (right and left L.MF, right and left L.ES) (p=0.001, p=0.001, p=0.009, p=0.002, respectively). In all groups, a higher rate of fat infiltration was observed in females than in males.
In the relationship between age and fat infiltration, only a weak negative correlation was found between left L.MF (r=0.123, p=0.043). There was no significant relationship between age and other muscles in respect of fat infiltration. There was no relationship between BMI and fat infiltration values of the muscles.
Fat infiltration differed according to segments (L3-L4, L4-L5, L5-S1) (p<0.001). In the right L.MF, the lowest fat infiltration was at L3-L4, and the highest at L5-S1, in the left L.MF the lowest was at L3-L4 and the highest at L4-L5 / L5-S1. In the right L.ES, the lowest was at L3-L4 and the highest fat infiltration was at L4-L5 / L5-S1, and in the left L.ES, the lowest was at L3-L4 and the highest at L5-S1.
In terms of pain duration and severity, in Group 3, a weak positive correlation was found between the duration of pain and only left L.ES fat infiltration (p<0.05).