Skip to main content

Table 5 Results of analyses of variance for comparison between different implementation options depending on company size as well as supervisor function (n = 755)

From: Employees’ preferences on organisational aspects of psychotherapeutic consultation at work by occupational area, company size, requirement levels and supervisor function – a cross-sectional study in Germany

 

Company size

 

Supervisor function

 

1 – 9 employees

10 – 49 employees

50 – 249 employees

250 – 999 employees

 ≥ 1000 employees

Effect of implementation options (within variable) and company size (between variable) on preference choices (repeated measures ANOVA)

Without supervisor function

With supervisor function

Effect of implementation options (within variable) and supervisor function (between variable) on preference choices (repeated measures ANOVA)

F (dfn,dfd); (p-value)

F (dfn,dfd); (p-value)

mean (SD)

mean (SD)

mean (SD)

mean (SD)

mean (SD)

Between

Within

Int

mean (SD)

mean (SD)

Between

Within

Int

Type of consultation

     

F (4, 750) = 

F (2, 1500) = 

F (8, 1500) = 

  

F (1, 753) = 

F (2, 1506) = 

F (2, 1506) = 

 In-person

4.76 (0.65)

4.75 (0.78)

4.79 (0.61)

4.72 (0.66)

4.83 (0.43)

0.394;

(0.813)

686.865;

(< 0.001)

0.881;

(0.53)

4.80 (0.59)

4.70 (0.73)

0.218;

(0.641)

464.805;

(< 0.001)

0,510;

(0.600)

 Telephone

3.01 (1.23)

2.97 (1.16)

3.06 (1.24)

3.18 (1.10)

3.01 (1.27)

3.04 (1.22)

3.05 (1.13)

 Video-based

3.14 (1.26)

3.35 (1.20)

3.29 (1.25)

3.31 (1.20)

3.38 (1.27)

3.32 (1.24)

3.31 (1.21)

Location

     

F (4, 750) = 

F (1, 750) = 

F (4, 750) = 

  

F (1, 753) = 

F (1, 753) = 

F (1, 753) = 

 Outside company premises

4.48 (0.85)

4.52 (0.78)

4.42 (0.91)

4.41 (0.89)

4.46 (0.83)

3.456;

(0.008)

760.786;

(< 0.001)

2.828;

(0.024)

4.45 (0.87)

4.49 (0.79)

5.092;

(0.024)

570.146;

(< 0.001)

4.297;

(0.039)

 On company premises

2.39 (1.22)

2.31 (1.21)

2.65 (1.29)

2.66 (1.32)

2.81 (1.35)

2.66 (1.29)

2.36 (1.29)

Time

     

F (4, 750) = 

F (1, 750) = 

F ( 4, 750) = 

  

F (1, 753) = 

F (1, 753) = 

F (1, 753) = 

 Outside working hours

3.66 (1.27)

3.50 (1.23)

3.61 (1.16)

3.66 (1.19)

3.68 (1.16)

1.411;

(0.229)

5.338;

(0.021)

0.826;

(0.509)

3.60 (1.19)

3.73 (1.20)

0.218;

(0.641)

8.008;

(0.005)

2.593;

(0.108)

 Within working hours

3.29 (1.42)

3.55 (1.29)

3.32 (1.32)

3.58 (1.24)

3.42 (1.37)

3.48 (1.31)

3.29 (1.40)

Scope

     

F (4, 750) = 

F (1, 750) = 

F (4, 750) = 

  

F (1, 753) = 

F (1, 753) = 

F (1, 753) = 

 Diagnostic only

2.79 (1.14)

2.80 (1.09)

2.76 (1.18)

2.83 (1.11)

2.95 (1.15)

2.0640;

(0.084)

928.921;

(< 0.001)

0.325;

(0.862)

2.81 (1.14)

2.94 (1.11)

0.073;

(0.787)

601.966;

(< 0.001)

2.909;

(0.089)

 Diagnostic + treatment

4.53 (0.70)

4.45 (0.89)

4.58 (0.78)

4.58 (0.70)

4.63 (0.63)

4.58 (0.72)

4.48 (0.84)

Purpose

     

F (4, 750) = 

F (3, 2250) = 

F (12, 2250) = 

  

F (1, 753) = 

F (3, 2259) = 

F (3, 2259) = 

 Occupational burden

4.28 (1.16)

4.31 (1.03)

4.50 (0.90)

4.53 (0.80)

4.56 (0.79)

1.170;

(0.323)

32.755;

(< 0.001)

2.684;

(0.002)

4.47 (0.91)

4.40 (0.98)

2.894;

(0.089)

32.552;

(< 0.001)

0.497;

(0.661)

 Maintain work ability

4.32 (0.99)

4.41 (0.97)

4.48 (0.92)

4.51 (0.74)

4.53 (0.82)

4.48 (0.86)

4.43 (0.98)

 Private burden

4.15 (1.02)

3.99 (1.15)

4.18 (0.96)

4.10 (1.04)

3.88 (1.06)

4.07 (1.03)

3.90 (1.15)

 Occupational reintegration

4.30 (1.10)

4.34 (1.10)

4.30 (1.15)

4.34 (1.03)

4.53 (0.84)

4.40 (0.99)

4.29 (1.17)

Accepted distance

n (%)

n (%)

n (%)

n (%)

n (%)

F (4, 737) = 

  

n (%)

n (%)

F (1, 740) = 

  

 < 15 Min

15 (17)

13 (8)

26 (17)

16 (12)

29 (14)

0.468;

(0.759)

  

85 (14)

14 (9)

0.229;

(0.633)

  

 15 – 30 Min

50 (57)

114 (75)

87 (56)

89 (67)

126 (59)

363 (61)

103 (69)

 30 – 45 Min

20 (23)

21 (14)

35 (22)

24 (18)

49 (23)

122 (21)

27 (18)

 > 45 Min

2 (2)

5 (3)

8 (5)

3 (2)

10 (5)

22 (4)

6 (4)

  1. ANOVA Analysis of variances, n number, SD standard deviation, dfd numerator degrees of freedom in the denominator, dfn degrees of freedom in the numerator