| Literature DB >> 34803338 |
Rui Dong1, Hongya Wu1, Shiguang Ni2, Ting Lu1.
Abstract
Overwork is a common phenomenon worldwide. Although previous studies have found that long working hours can cause physical and mental health problems in employees, the nature of the relationship between working hours and job satisfaction remains little understood. We have theorised that there is a curvilinear association between working hours and job satisfaction, and tested this hypothesis. A total of 771 adult Chinese employees submitted self-reported measures of working hours, job satisfaction, and job autonomy. The results show that working hours have an inverted U-shaped association with job satisfaction. Work scheduling autonomy and decision-making autonomy moderate this relationship. Here we present our data and discuss their theoretical and practical implications. SUPPLEMENTARY INFORMATION: The online version contains supplementary material available at 10.1007/s12144-021-02463-3.Entities:
Keywords: Job autonomy; Job demands-resources model; Job satisfaction; Working hours
Year: 2021 PMID: 34803338 PMCID: PMC8589456 DOI: 10.1007/s12144-021-02463-3
Source DB: PubMed Journal: Curr Psychol ISSN: 1046-1310
Demographic Information for the Sample
| Variables | Code | N | Per cent |
|---|---|---|---|
| Education | 1 High school or below | 89 | 11.54 |
| 2 Three years of college education in a technical field | 217 | 28.15 | |
| 3 Four-year undergraduate degree | 372 | 48.25 | |
| 4 Graduate degree | 93 | 12.06 | |
| Income | 1 Under 3,000 yuan/RMB | 152 | 19.71 |
| 2 3,001–6,000 yuan/RMB | 206 | 26.72 | |
| 3 6,001–9,000 yuan/RMB | 145 | 18.81 | |
| 4 9,001–12,000 yuan/RMB | 161 | 20.88 | |
| 5 Over 12,000 yuan/RMB | 107 | 13.88 | |
| Industry | 1 Manufacturing | 94 | 12.19 |
| 2 Financial | 81 | 10.51 | |
| 3 Information technology, computer services, and software | 82 | 10.64 | |
| 4 Internet or electronic commerce | 81 | 10.51 | |
| 5 Education | 127 | 16.47 | |
| 6 Wholesale and retail industry | 75 | 9.73 | |
| 7 Transportation | 57 | 7.39 | |
| 8 Building materials | 69 | 8.95 | |
| 9 Petrochemical industry | 53 | 6.87 | |
| 10 Other | 52 | 6.74 | |
| Province | 1 Anhui安徽 | 55 | 7.13 |
| 2 Beijing北京 | 29 | 3.76 | |
| 3 Fujian福建 | 37 | 4.80 | |
| 4 Gansu甘肃 | 27 | 3.50 | |
| 5 Guangdong广东 | 79 | 10.25 | |
| 6 Guangxi广西 | 19 | 2.46 | |
| 7 Guizhou贵州 | 13 | 1.69 | |
| 8 Hainan海南 | 5 | 0.65 | |
| 9 Hebei河北 | 31 | 4.02 | |
| 10 Henan河南 | 25 | 3.24 | |
| 11 Heilongjiang黑龙江 | 24 | 3.11 | |
| 12 Hubei湖北 | 26 | 3.37 | |
| 13 Hunan湖南 | 28 | 3.63 | |
| 14 Jilin吉林 | 19 | 2.46 | |
| 15Jiangsu江苏 | 38 | 4.93 | |
| 16 Jiangxi江西 | 27 | 3.50 | |
| 17 Liaoning辽宁 | 25 | 3.24 | |
| 18 Nei Monggol内蒙古 | 20 | 2.59 | |
| 19 Ningxia宁夏 | 8 | 1.04 | |
| 20 Qinghai青海 | 9 | 1.17 | |
| 21 Shandong山东 | 39 | 5.06 | |
| 22 Shanxi (山西) | 29 | 3.76 | |
| 23 Shaanxi (陕西) | 18 | 2.33 | |
| 24 Shanghai上海 | 20 | 2.59 | |
| 25 Sichuan四川 | 32 | 4.15 | |
| 26 Taiwan台湾 | 21 | 2.72 | |
| 27 Tianjin天津 | 19 | 2.46 | |
| 28 Xinjiang新疆 | 5 | 0.65 | |
| 29 Yunnan云南 | 2 | 0.26 | |
| 30 Zhejiang浙江 | 31 | 4.02 | |
| 31 Chongqing重庆 | 5 | 0.65 | |
| 32 Missing | 6 | 0.78 |
The Results of CFA(n = 771)
| Four-factor model | 84.895 | 48 | 1.769 | .032 | .025 | .992 | .989 | .982 |
| Two-factor model | 1866.780 | 53 | 35.222 | .211 | .135 | .621 | .528 | .671 |
| Single-factor model | 2658.168 | 54 | 49.225 | .250 | .156 | .456 | .335 | .589 |
(1) Four-factor model: decision-making autonomy, work scheduling autonomy, work method autonomy, job satisfaction; (2) Two-factor model: based on the four-factor model; combines decision-making autonomy, work scheduling autonomy, and work method autonomy into one factor; (3) Single-factor model: based on the four-factor model; combines the four construct variables into one factor; (4) RMSEA is the abbreviation of root mean square error of approximation; (5) SRMR is the abbreviation of standardised root mean square residual; (6) CFI is the abbreviation of comparative fit index; (7) TLI is the abbreviation of Tucker–Lewis index; (8) GFI is the abbreviation of goodness of fit index
Fig. 1The Histograms of the Main Variables of Working Hours per Day, Work Scheduling Autonomy, Decision-Making Autonomy, Work Method Autonomy, and Job Satisfaction
Means, Standard Deviations, and Zero-Order Correlations (n = 771)
| 1 | 2 | 3 | 4 | 5 | 6 | 7 | 8 | 9 | 10 | |
|---|---|---|---|---|---|---|---|---|---|---|
| 1 Gender | 1 | − .153*** | .128*** | − .034 | .006 | − .079* | .071* | .085* | .063 | .061 |
| 2 Age | 1 | − .284*** | .311*** | .117** | .335*** | .024 | − .007 | .015 | − .040 | |
| 3 Education | 1 | .082* | − .059 | − .130*** | .086* | .089* | .051 | .051 | ||
| 4 Income | 1 | − .040 | .325*** | .040 | .062 | .045 | − .011 | |||
| 5 Industry | 1 | .065 | .017 | .010 | .001 | − .004 | ||||
| 6 Working hours per day | 1 | − .102** | − .079* | − .058 | − .206*** | |||||
| 7 Work scheduling autonomy | 1 | .314*** | .287*** | .351*** | ||||||
| 8 Decision-making autonomy | 1 | .365*** | .338*** | |||||||
| 9 Work method autonomy | 1 | .224*** | ||||||||
| 10 Job satisfaction | 1 | |||||||||
| 1.521 | 32.895 | 2.608 | 2.825 | 5.005 | 9.420 | 3.153 | 3.125 | 3.222 | 3.306 | |
| .500 | 9.406 | .843 | 1.338 | 2.724 | 3.304 | 1.261 | 1.249 | 1.189 | 1.159 |
*p < .05; **p < .01; ***p < .001. Gender: 1 = men; 2 = women. Education: 1 = high school or below; 2 = three years of college education in a technical field; 3 = four-year undergraduate degree; 4 = graduate degree. Income: 1 = under 3,000 yuan/RMB; 2 = 3,001–6,000 yuan/RMB; 3 = 6,001–9,000 yuan/RMB; 4 = 9,001–12,000 yuan/RMB; 5 = over 12,000 yuan/RMB. Industries: 1 = manufacturing; 2 = financial; 3 = information technology, computer services, and software; 4 = internet or electronic commerce; 5 = education; 6 = wholesale and retail industry; 7 = transportation; 8 = building materials; 9 = petrochemical industry; 10 = others
Unstandardised Regression Coefficients of the Moderating Effect of Job Autonomy
| Variables | Model 1 | 95% CI | Model 2 | 95% CI | Model 3 | 95% CI | Model 4 | 95% CI | Model 5 | 95% CI |
|---|---|---|---|---|---|---|---|---|---|---|
| Intercept | 3.074*** | [2.528, 3.619] | 2.791*** | [2.248, 3.333] | 3.556*** | [3.025, 4.086] | 3.859*** | [3.367, 4.351] | 3.851*** | [3.367, 4.335] |
| Gender | .128 | [− .039, .294] | .114 | [− .049, .277] | .071 | [− .083, .224] | .019 | [− .123, .162] | .027 | [− .113, .167] |
| Age | − .002 | [− .012, .008] | .004 | [− .006, .014] | − .000 | [− .009, .009] | − .003 | [− .011, .006] | − .004 | [− .013, .004] |
| Education | .052 | [− .051, .156] | .027 | [− .075, .128] | − .010 | [− .106, .086] | − .058 | [− .146, .031] | − .039 | [− .127, .049] |
| Income | − .008 | [− .074, .058] | .044 | [− .023, .111] | − .015 | [− .078, .049] | − .029 | [− .088, .030] | − .042 | [− .100, .016] |
| Industry | − .000 | [− .031, .030] | .004 | [− .026, .034] | .001 | [− .027, .029] | − .003 | [− .029, .023] | .000 | [− .025, .025] |
| Working hours per day | − .080*** | [− .106, − .053] | − .094*** | [− .119, − .068] | − .063*** | [− .087, − .039] | − .044** | [− .069, − .019] | ||
| Working hours per day2 | − .027*** | [− .032, − .021] | − .020*** | [− .025, − .016] | − .016*** | [− .021, − .010] | ||||
| Work scheduling autonomy | .210*** | [.150, .270] | .146*** | [.074, .217] | ||||||
| Decision-making autonomy | .191*** | [.129, .253] | .113** | [.039, .186] | ||||||
| Work method autonomy | .045 | [− .020, .109] | .049 | [− .030, .128] | ||||||
| Working hours per day × work scheduling autonomy | .020* | [.003, .038] | .031** | [.013, .049] | ||||||
| Working hours per day × decision-making autonomy | .017 | [− .001, .035] | .025** | [.006, .043] | ||||||
| Working hours per day × work method autonomy | − .004 | [− .023, .014] | − .001 | [− .020, .018] | ||||||
| Working hours per day2 × work scheduling autonomy | .006** | [.003, .010] | ||||||||
| Working hours per day2 × decision-making autonomy | .008*** | [.004, .011] | ||||||||
| Working hours per day2 × work method autonomy | − .000 | [− .004, .004] | ||||||||
| Adjusted | .000 | .041 | .155 | .283 | .308 | |||||
| .952 | 6.532*** | 21.091*** | 24.399*** | 22.404*** | ||||||
| △ | .952 | 34.224*** | 103.198*** | 23.835*** | 9.987*** | |||||
| △ | .006 | .043 | .113 | .133 | .027 |
*p < .05; **p < .01; ***p < .001. Gender: 1 = men; 2 = women. Education: 1 = high school or below; 2 = three years of college education in a technical field; 3 = four-year undergraduate degree; 4 = graduate degree. Income: 1 = under 3,000 yuan/RMB; 2 = 3,001–6,000 yuan/RMB; 3 = 6,001–9,000 yuan/RMB; 4 = 9,001–12,000 yuan/RMB, 5 = over 12,000 yuan/RMB. Industries: 1 = manufacturing; 2 = financial; 3 = information technology, computer services, and software; 4 = internet or electronic commerce; 5 = education; 6 = wholesale and retail industry; 7 = transportation; 8 = building materials; 9 = petrochemical industry; 10 = others. Bootstrapping sample is 1,000
Fig. 2Johnson–Neyman Plot of the Region of Significance for the Simple Slope of Working Hours per Day on Job Satisfaction
Fig. 3Relationship between Working Hours and Job Satisfaction
Fig. 4A Johnson–Neyman Plot of the Simple Slope of Working Hours per Day on Job Satisfaction at a Low Value (–1 Standard Deviation) of Work Scheduling Autonomy across the Range of Working Hours per Day. B Johnson–Neyman Plot of the Simple Slope of Working Hours per Day on Job Satisfaction at the Average Value (0) of Work Scheduling Autonomy across the Range of Working Hours per Day. C Johnson–Neyman Plot of the Simple Slope of Working Hours per Day on Job Satisfaction at a Low Value (+ 1 Standard Deviation) of Work Scheduling Autonomy across the Range of Working Hours per Day
Fig. 5Relationship between Working Hours and Job Satisfaction as a Function of Work Scheduling Autonomy
Fig. 6The Three-Dimensional Plot of the Predicted Value of Job Satisfaction When There Is a Significant Interaction of Working Hours per Day2 × Work Scheduling
Fig. 7A Johnson–Neyman Plot of the Simple Slope of Working Hours per Day on Job Satisfaction at a Low Value (–1 Standard Deviation) of Decision-Making Autonomy across the Range of Working Hours per Day. B Johnson–Neyman Plot of the Simple Slope of Working Hours per Day on Job Satisfaction at the Average Value (0) of Decision-Making Autonomy across the Range of Working Hours per Day. CJohnson–Neyman Plot of the Simple Slope of Working Hours per Day on Job Satisfaction at a High Value (+ 1 Standard Deviation) of Decision-Making Autonomy across the Range of Working Hours per Day
Fig. 8Relationship between Working Hours and Job Satisfaction as a Function of Decision-Making Autonomy
Fig. 9The Three-Dimensional Plot of the Predicted Value of Job Satisfaction When There Is a Significant Interaction of Working Hours per Day2 × Decision-Making Autonomy