Participants
Most of the care providers for CVD patients were women (70.2%; n = 113), and the median age was 55 years (min.–max.: 17.00–95.00; IQR: 42.50–55.00–64.00). The majority of care providers were married (65.6%; n = 105), highly-educated (28.6%; n = 46) or with secondary education (23.6%; n = 38), and resided in cities (58.4%; n = 94). Homecare was provided primarily by the patients’ parents (42.3%; n = 63), followed by spouses (28.2%; n = 42) and other relatives (18.1%; n = 27). 48.4% (n = 76) of care providers were employed full-time, and 36.9% (n = 58) were currently unemployed. The median period of care given was 4 years (min.–max.: 1.00–51.00; IQR: 2.00–10.00, p < 0.001) (see Table 2).
Table 2. Sociodemographic data of care providers*
Variable (n = 161)
|
n
|
%
|
Gender
|
women
|
113
|
70.2
|
men
|
48
|
29.8
|
Age
(in years)
|
n
|
159
|
mean (M)
standard deviation (SD)
median (Me)
Q.25%–Q.50%–Q.75%
min.–max.
|
54.33
15.36
55.00
42.50– 55.00–64.00
17.00–95.00
|
Education
|
primary
|
16
|
9.9
|
vocational
|
37
|
23
|
secondary without Matura Exam
|
7
|
4.3
|
secondary with Matura Exam
|
38
|
23.6
|
post-secondary
|
11
|
6.8
|
BA
|
6
|
3.7
|
MA
|
46
|
28.6
|
total
|
161
|
100
|
Place of residence
|
urban
|
94
|
58.4
|
rural
|
67
|
41.6
|
total
|
161
|
100
|
Marital status
|
single
|
31
|
19.4
|
married
|
105
|
65.6
|
widowed
|
15
|
9.4
|
divorced
|
9
|
5.6
|
total
|
160
|
100
|
Family-related care provider
|
wife/husband
|
42
|
28.2
|
brother/sister
|
6
|
4
|
mother/father
|
63
|
42.3
|
uncle/aunt
|
5
|
3.4
|
cousin
|
6
|
4
|
other
|
27
|
18.1
|
total
|
149
|
100
|
Non-family care provider
|
neighbour
|
9
|
60
|
informal partner
|
4
|
26.7
|
other
|
2
|
13.3
|
total
|
15
|
100
|
Employment
|
full time
|
76
|
48.4
|
part-time
|
10
|
6.4
|
sick leave-child care
|
6
|
3.8
|
sick leave
|
1
|
0.6
|
unemployment benefit
|
6
|
3.8
|
unemployed
|
58
|
36.9
|
total
|
157
|
100
|
Period of homecare
(in years)
|
n
|
131
|
mean (M)
standard deviation (SD)
median (Me)
Q.25%–Q.50%–Q.75%
min.–max.
|
7.20
9.29
4.00
2.00–4.00–10.00
1.00–51.00
|
Legend: n-group quantity, % – percentage; M – mean; SD – standard deviation; Q.25% – first quartile; Me – median; Q.75% – third quartile; Min. – minimum; Max. – maximum. *The figures in column n do not sum up to 161 due to missing data.
Assessment of the level of needs and severity of burnout among care providers
The calculated Camberwell index is 0.88 (min.–max.: 0.44–1). The median score on the emotional exhaustion subscale is 20 (min.–max.: 0–50); the median DE score is 6 (min.–max.: 0–24), and the mean decreased level of PA is 29.07 ± 8.43. These data suggest a moderate level of EE, a low level of DE, and high level of PA (see Table 3).
Table 3. Assessment of the level of needs and burnout among care providers
Variable
|
n
|
M
|
SD
|
Q,25%
|
Me
|
Q,75%
|
Min.
|
Max.
|
p
|
Camberwell Index
|
161
|
0.83
|
0.13
|
0.76
|
0.88
|
0.94
|
0.44
|
1.00
|
< 0.001
|
Emotional exhaustion (EE)
|
154
|
20.28
|
12.52
|
10.00
|
20.00
|
28.00
|
0.00
|
50.00
|
0.002
|
Depersonalization (DE)
|
155
|
7.22
|
6.00
|
2.00
|
6.00
|
11.50
|
0.00
|
24.00
|
< 0.001
|
Personal Accomplishment (PA)
|
147
|
29.07
|
8.43
|
23.00
|
29.00
|
35.00
|
8.00
|
48.00
|
0.322
|
Legend: n – group quantity; M – mean; SD – standard deviation; Q.25% – first quartile; Me – median;
Q.75% – third quartile; Min. – minimum; Max. – maximum; p – calculated level of significance for standard test Shapiro-Wilk. *The figures in column n do not sum up to 161 due to missing data.
Significant Correlations
We tested for relationships between various sociodemographic variables and the assessment of needs. Needs met was negatively correlated with both age (p = 0.011) and employment (p = 0.022) such that higher caregiver report of needs met was reported among younger and employed examinees. A lower rate of needs met was reported among care providers residing in urban areas as compared to those in rural ones (p = 0.007) (Table 4).
Table 4. Relationship between the variable sociodemographic data and the assessment of the met needs
Variable
|
Camberwell Index
|
r
|
p
|
Gender
|
0.10
|
0.197
|
Age (in years)
|
-0.20
|
0.011
|
Marital status
|
-0.06
|
0.482
|
Education
|
-0.01
|
0.877
|
Family-related caregiver
|
-0.08
|
0.330
|
Non-family caregiver
|
0.27
|
0.339
|
Employment
|
-0.18
|
0.022
|
Place of residence (urban/rural)
|
0.21
|
0.007
|
Legend: p- level of significance for test verifying null hypothesis, that r = 0 in contrary to r ≠ 0; r-Spearman correlation coefficient; r-if p ≤ 0.05.
Next, we tested for associations between sociodemographic variables and severity of burnout among care providers. We found that severity of burnout was positively associated age, marital status, and employment. Severity of burnout was negatively associated with education and place of residence. Lower results in EE and DE subscales were more frequently found in younger (p = 0.010; p = 0.009), single or married (p = 0.02; p = 0.003) care providers than in older, widowed or divorced providers. Care providers residing in cities reported higher rates of EE (p = 0.006) than those living in the country. Higher values of DE were observed among less educated (p = 0.028) care providers as compared to well-educated providers. Employed care providers showed lower rates of burnout on DE (p = 0.005) and EE (p = 0.018) subscales than unemployed providers (Table 5).
Table 5. The relationship between variable sociodemographic data and the severity of burnout among care providers
Variable
|
MBI
Emotional Exhaustion (EE)
|
MBI
Depersonalization (DE)
|
MBI
Personal Accomplishment (PA)
|
r
|
p
|
r
|
p
|
r
|
p
|
Gender
|
-0.04
|
0.640
|
0.00
|
0.969
|
-0.04
|
0.647
|
Age (in years)
|
0.21
|
0.010
|
0.21
|
0.009
|
-0.08
|
0.336
|
Marital status
|
0.19
|
0.020
|
0.24
|
0.003
|
-0.09
|
0.303
|
Education
|
-0.11
|
0.164
|
-0.18
|
0.028
|
0.12
|
0.136
|
Family-related caregiver
|
-0.12
|
0.148
|
-0.06
|
0.492
|
-0.09
|
0.321
|
Non-family caregiver
|
-0.11
|
0.708
|
-0.08
|
0.775
|
-0.15
|
0.596
|
Employment
|
0.19
|
0.018
|
0.23
|
0.005
|
-0.09
|
0.264
|
Place of residence (urban/rural)
|
-0.22
|
0.006
|
-0.11
|
0.184
|
0.15
|
0.062
|
Legend: p – level of significance for test verifying null hypothesis, that r = 0 in contrary to r ≠ 0; r-Spearman correlation coefficient; r – if p ≤ 0.05.
Main results
We also tested for a potential between burnout and unmet needs among care providers. We found a significant relationship (p < 0.001) between unmet needs and burnout in the all three MBI subscales (i.e., EE, DE, PA; see Table 6).
Table 6. Analysis between subscales MBI of the unmet needs
Variable
|
Unmet Needs
|
r
|
p
|
MBI – Emotional Exhaustion (EE)
|
-0.47
|
p < 0.001
|
MBI – Depersonalization (DE)
|
-0.34
|
p < 0.001
|
MBI – Personal Accomplishment (PA)
|
0.32
|
p < 0.001
|
Legend: p – level of significance for test verifying null hypothesis, that r = 0 in contrast to r ≠ 0; r – Spearman correlation coefficient; r – if p ≤ 0.05.
Method of logistic regression
The logistic regression performed in care providers of CVD patients was also significant for unmet needs (Table 7; odds ratios reported in Table 7a).
Table 7. Results of logistic regression analysis in care providers. Explained variable: unmet needs (0-more unmet needs, 1- fewer unmet needs)
Explanatory variables
|
bi
|
SEi
|
zi
|
pi = Pr(>|zi|)
|
Models with 2 explanatory variables
|
Model 1 (n=161)
|
|
Chi2 = 9.66, df = 2, p = 0.008, pseudo R2 = 0.04
|
Free term
|
–
|
–
|
–
|
–
|
1
|
X1
|
Gender
|
0.919
|
0.320
|
2.874
|
0.004
|
2
|
X2
|
Age
|
-0.023
|
0.008
|
-2.980
|
0.003
|
Model 2 (n=161)
|
|
|
|
|
Chi2 = 4.97, df = 2, p = 0.083, pseudo R2 = 0.02
|
|
|
|
|
Free term
|
|
–
|
–
|
–
|
–
|
1
|
X1
|
Gender
|
0.506
|
0.242
|
2.085
|
0.037
|
2
|
X3
|
Marital status
|
-0.335
|
0.157
|
-2.134
|
0.033
|
Models with 3 explanatory variables
|
|
|
|
|
Model 3 (n=161)
|
|
|
|
|
Chi2 = 11.15, df = 3, p = 0.011, pseudo R2 = 0.05
|
|
|
|
|
Free term
|
–
|
–
|
–
|
–
|
1
|
X4
|
Place of residence
|
0.340
|
0.115
|
2.955
|
0.003
|
2
|
X5
|
Education
|
-0.117
|
0.059
|
-1.978
|
0.048
|
3
|
X8
|
Employment
|
-0.161
|
0.063
|
-2.559
|
0.011
|
Legend: Chi-squared – statistical hypothesis test of chi2 model adjustment; df – number of degrees of freedom;
p – calculated level of test significance (if p ≤ 0.05, model introduces relevant information as it differs significantly from free term model); pseudo R2 – value which evaluates explanatory variable anticipation according to the model (0 ≤ pseudo R2 < 1, the bigger the value the better anticipation); bi – coefficient estimation in regression model; SEi – standard error estimation for bi coefficient; zi – value of test statistics in standard distribution; (pi = Pr (>|zi|) – calculated probability value pi for double-sided critical area equal to z (if pi ≤ 0,05, null hypothesis is rejected that bi coefficient =0 which means that i-variable is relevant in the model); n-group quantity.
Table 7a presents the results of the odds ratio in logistic regression model for the risk of unmet needs occurrence among care providers. It was found that female care providers are 2.51 times more likely to experience unmet needs than male care providers.
Younger care providers were 1.02 times less likely to report unmet needs than care providers who were a year older, and were 6.07 times less likely than 78 year-old providers.
Care providers with a rank in terms of marital status lower by 1 were 1.4 times less likely to report unmet needs than those with a higher category. In particular, single care providers were 2.73 times less likely to report unmet needs as compared to divorced care providers.
Care providers with a higher rank in terms of education were 1.12 times more likely to report unmet needs than those with a lower educational rank. In particular, care providers with primary education were 2.02 times less likely to report unmet needs than highly-educated providers.
Care providers with a lower rank in terms of employment were 1.17 times less likely to report unmet needs than those in employment categories higher by 1. In particular, care providers who are employed full-time were 2.24 times less likely to report unmet needs than unemployed providers.
Table 7a. Odds ratio of logistic regression model in the group of care providers. Explained variable: unmet needs (0-more unmet needs, 1- fewer unmet needs)
Explanatory variable
|
Per unit
|
Per range
|
|
OR
|
95% CI
|
1/OR
|
OR
|
95% CI
|
1/OR
|
range
|
Model 1
|
|
|
|
|
|
|
|
|
|
|
|
X1
|
Gender (1-2)
|
2.51
|
1.36
|
–
|
4.81
|
0.40
|
2.51
|
1.36
|
–
|
4.81
|
0.40
|
1
|
X2
|
Age (17-95)
|
0.98
|
0.96
|
–
|
0.99
|
1.02
|
0.16
|
0.05
|
–
|
0.52
|
6.07
|
78
|
|
Model 2
|
|
|
|
|
|
|
|
|
|
|
|
X3
|
Marital status (1-4)
|
0.72
|
0.52
|
–
|
0.98
|
1.40
|
0.37
|
0.14
|
–
|
0.90
|
2.73
|
3
|
|
Model 3
|
|
|
|
|
|
|
|
|
|
|
|
X4
|
Place of residence (1-4)
|
1.40
|
1.13
|
–
|
1.77
|
0.71
|
2.77
|
1.43
|
–
|
5.56
|
0.36
|
3
|
X5
|
Education (1-7)
|
0.89
|
0.79
|
–
|
0.99
|
1.12
|
0.50
|
0.24
|
–
|
0.98
|
2.02
|
6
|
X8
|
Employment (1-6)
|
0.85
|
0.75
|
–
|
0.96
|
1.17
|
0.45
|
0.24
|
–
|
0.82
|
2.24
|
5
|
Legend: OR – odds ratio, CI – 95% confidence interval for OR.
The analysis of logistic regression in the group of care providers of CVD patients was also significant for EE (Table 8; odds ratios in Table 8a).
Table 8. The odds ratio in logistic regression model in care providers. Explained variable: EE (0-smaller, 1- bigger EE)
Explanatory variables
|
bi
|
SEi
|
zi
|
pi = Pr(>|zi|)
|
Models with 2 explanatory variables
|
Model 1 (n=154)
|
Chi2 = 8.51, df = 2, p = 0.014, pseudo R2 = 0.04
|
Free term
|
–
|
–
|
–
|
–
|
1
|
X2
|
Age
|
0.015
|
0.006
|
2.607
|
0.009
|
2
|
X4
|
Place of residence
|
-0.313
|
0.111
|
-2.818
|
0.005
|
Model 2 (n=154)
|
|
|
|
|
Chi2 = 5.29, df = 2, p = 0.071, pseudo R2 = 0.03
|
|
|
|
|
Free term
|
–
|
–
|
–
|
–
|
1
|
X5
|
Education
|
-0.087
|
0.044
|
-1.996
|
0.046
|
2
|
X8
|
Employment
|
0.106
|
0.052
|
2.045
|
0.041
|
Legend: Chi-squared – statistical hypothesis test of chi2 model adjustment; df – number of degrees of freedom;
p – calculated level of test significance (if p ≤ 0.05, model introduces relevant information as it differs significantly from free term model); pseudo R2 – value which evaluates explanatory variable anticipation according to the model (0 ≤ pseudo R2 < 1, the bigger the value the better anticipation); bi – coefficient estimation in regression model; SEi – standard error estimation for bi coefficient; zi – value of test statistics in standard distribution; (pi = Pr (>|zi|) – calculated probability value pi for double-sided critical area equal to z (if pi ≤ 0,05, null hypothesis is rejected that bi coefficient =0 which means that i-variable is relevant in the model); n-group quantity.
Table 8a presents the results of the odds ratio in logistic regression model for the risk of EE occurrence among care providers of CVD patients. Older care providers were 1.02 times more likely to report EE occurrence than their younger counterparts, and were 3.32 times more likely to report EE than caregivers who were 78 years younger.
Care providers with a lower rank in terms of residence were 1.37 more likely to report EE than those with a higher residence category. In particular, urban residents were 2.56 times more likely to report EE than those living in the countryside.
Care providers who ranked lower rank in terms of education were 1.09 times more likely to report EE than those who ranked higher in terms of education. In particular, care providers with primary education were 1.69 times more likely to report EE than highly educated providers.
Care providers with a higher rank in terms of employment were 1.11 times more likely to report EE than those who ranked lower in the employment category. In particular, care providers who are currently unemployed were 1.70 times more likely to report EE than full-time employees.
Table 8a. The odds ratio in logistic regression model in care providers. Explained variable: EE (0-smaller, 1- bigger EE)
Explanatory variable
|
Per unit
|
Per range
|
|
OR
|
95% CI
|
1/OR
|
OR
|
95% CI
|
1/OR
|
range
|
Model 1
|
|
|
|
|
|
|
|
|
|
|
|
X2
|
Age (17-95)
|
1.02
|
1.00
|
–
|
1.03
|
0.98
|
3.32
|
1.37
|
–
|
8.41
|
0.30
|
78
|
X4
|
Place of residence (1-4)
|
0.73
|
0.58
|
–
|
0.91
|
1.37
|
0.39
|
0.20
|
–
|
0.74
|
2.56
|
3
|
|
Model 2
|
|
|
|
|
|
|
|
|
|
|
|
X5
|
Education (1-7)
|
0.92
|
0.84
|
–
|
0.99
|
1.09
|
0.59
|
0.35
|
–
|
0.98
|
1.69
|
6
|
X8
|
Employment (1-6)
|
1.11
|
1.01
|
–
|
1.23
|
0.90
|
1.70
|
1.03
|
–
|
2.86
|
0.59
|
5
|
Legend: OR – odds ratio, CI – 95% confidence interval for OR.
Next, we analysed the logistic regression in the group of care providers of CVD patients for DE (Table 9; odds ratios reported in Table 9a).
Table 9. The odds ratio in logistic regression model in care providers. Explained variable: DE (0-smaller, 1- bigger DE)
Explanatory variable
|
bi
|
SEi
|
zi
|
pi = Pr(>|zi|)
|
Models with 2 explanatory variables
|
Model 1 (n=155)
|
Chi2 = 8.20, df = 2, p = 0.017, pseudo R2 = 0.05
|
Free term
|
–
|
–
|
–
|
–
|
1
|
X4
|
Place of residence
|
-0.190
|
0.071
|
-2.664
|
0.008
|
2
|
X9
|
Period of homecare
|
0.041
|
0.021
|
1.965
|
0.049
|
Model 2 (n=155)
|
|
|
|
|
Chi2 = 8.58, df =2 , p = 0.014, pseudo R2 = 0.05
|
|
|
|
|
Free term
|
–
|
–
|
–
|
–
|
1
|
X5
|
Education
|
-0.127
|
0.047
|
-2.701
|
0.007
|
2
|
X9
|
Period of homecare
|
0.043
|
0.022
|
1.982
|
0.047
|
Legend: Chi-squared – statistical hypothesis test of chi2 model adjustment; df – number of degrees of freedom;
p – calculated level of test significance (if p ≤ 0.05, model introduces relevant information as it differs significantly from free term model); pseudo R2 – value which evaluates explanatory variable anticipation according to the model (0 ≤ pseudo R2 < 1, the bigger the value the better anticipation); bi – coefficient estimation in regression model; SEi – standard error estimation for bi coefficient; zi – value of test statistics in standard distribution; (pi = Pr (>|zi|) – calculated probability value pi for double-sided critical area equal to z (if pi ≤ 0,05, null hypothesis is rejected that bi coefficient =0 which means that i-variable is relevant in the model); n-group quantity.
Table 9a presents the results of the odds ratio in the logistic regression model for the risk of DE occurrence among care providers of CVD patients.
Care providers who ranked lower in terms of residence were 1.21 times more likely to report DE than those who ranked higher in the residence category. In particular, care providers residing in cities were 1.77 times more likely to report DE than those living in the countryside.
Care providers who worked for a longer period of time were 1.04 times more likely to report DE than those who provided care for a shorter period of time. Further, care providers who provided 50 more years of care were 7.84 times more likely to report DE than those who provided care for shorter periods.
Care providers who ranked lower in terms of education were 1.14 times more likely to report DE than those who ranked higher in the education category. In particular, care providers with primary education were 2.15 times more likely to report DE than highly educated providers.
Table 9a. The odds ratio in logistic regression model in care providers. Explained variable: DE (0-smaller, 1- bigger DE)
Explanatory variable
|
Per unit
|
Per range
|
|
OR
|
95% CI
|
1/OR
|
OR
|
95% CI
|
1/OR
|
range
|
Model 1
|
|
|
|
|
|
|
|
|
|
|
|
X4
|
Place of residence (1-4)
|
0.83
|
0.72
|
–
|
0.95
|
1.21
|
0.57
|
0.37
|
–
|
0.85
|
1.77
|
3
|
X9
|
Period of homecare (1-51)
|
1.04
|
1.00
|
–
|
1.09
|
0.96
|
7.84
|
1.19
|
–
|
79.55
|
0.13
|
50
|
Model 2
|
|
|
|
|
|
|
|
|
|
|
|
X5
|
Education (1-7)
|
0.88
|
0.80
|
–
|
0.96
|
1.14
|
0.47
|
0.26
|
–
|
0.80
|
2.15
|
6
|
Legend: OR – odds ratio, CI – 95% confidence interval for OR.
Next, we evaluated results of the logistic regression in the group of care providers of CVD patients for decreased level of PA variable (Table 10; odds ratios reported in Table 10a).
Table 10. The odds ratio in logistic regression model in care providers. Explained variable: PA (0-smaller, 1- bigger PA)
Explanatory variable
|
bi
|
SEi
|
zi
|
pi = Pr(>|zi|)
|
Models with 2 explanatory variables
|
Model 1 (n=147)
|
Chi2 = 6.05, df = 2, p = 0.049, pseudo R2 = 0.03
|
Free term
|
–
|
–
|
–
|
–
|
1
|
X1
|
Gender
|
0.616
|
0.258
|
2.390
|
0.017
|
2
|
X4
|
Place of residence
|
-0.246
|
0.116
|
-2.113
|
0.035
|
Legend: Chi-squared – statistical hypothesis test of chi2 model adjustment; df – number of degrees of freedom;
p – calculated level of test significance (if p ≤ 0.05, model introduces relevant information as it differs significantly from free term model); pseudo R2 – value which evaluates explanatory variable anticipation according to the model (0 ≤ pseudo R2 < 1, the bigger the value the better anticipation); bi – coefficient estimation in regression model; SEi – standard error estimation for bi coefficient; zi – value of test statistics in standard distribution; (pi = Pr (>|zi|) – calculated probability value pi for double-sided critical area equal to z (if pi ≤ 0,05, null hypothesis is rejected that bi coefficient =0 which means that i-variable is relevant in the model); n-group quantity.
Table 10a presents the results of the odds ratio in the logistic regression model for the risk of PA occurrence among care providers of CVD patients.
We found that females were 1.85 times more likely to report a decrease in PA than their male counterparts.
Care providers who ranked lower in terms of residence were 1.28 times more likely to report a decrease in PA than those who ranked higher in this category. In particular, residents of big cities were 2.09 times more likely to report a decrease in PA than residing in the countryside.
Table 10a. The odds ratio in logistic regression model in care providers. Explained variable: PA (0-smaller, 1- bigger PA)
Explanatory variable
|
Per unit
|
Per range
|
|
OR
|
95% CI
|
1/OR
|
OR
|
95% CI
|
1/OR
|
range
|
Model 1
|
|
|
|
|
|
|
|
|
|
|
|
X1
|
Gender (1-2)
|
1.85
|
1.13
|
–
|
3.12
|
0.54
|
1.85
|
1.13
|
–
|
3.12
|
0.54
|
1
|
X4
|
Place of residence (1-4)
|
0.78
|
0.62
|
–
|
0.98
|
1.28
|
0.48
|
0.24
|
–
|
0.94
|
2.09
|
3
|
Legend: OR – odds ratio, CI – 95% confidence interval for OR.