| Literature DB >> 36092039 |
Cuixia Lin1, Keneng Lin2.
Abstract
As a highly practical educational activity, mental health education must be guided by rich theories to maintain the steady development of mental health education. Ideological education plays a predictive role in college students' crisis management, which can improve college students' psychological crisis management ability. This paper proposes an early warning index system and applies it to the construction of an early warning mechanism, completes the qualitative and quantitative analysis of early warning information evaluation, and changes the situation that information evaluation only stays at the level of qualitative analysis in traditional methods. Quantitative analysis is more conducive to accurately predict the occurrence of psychological crisis. Through empirical research, this paper finds that there is a significant interaction between stressors and coping styles in the process of affecting mental health. The result of interaction is not only equal to the superposition of the influence of a single factor, but also greater or lesser than the superposition of the influence of a single factor. The study found that there was a significant correlation between stressors and mental health. It is one of the many factors that affect mental health, and it is also the main reason to induce college students' psychological crisis. Mature coping styles are significantly positively correlated with mental health, while immature coping styles are significantly negatively correlated with mental health. This paper tests students, which is more conducive to the timely warning of psychological crisis.Entities:
Keywords: college students; ideological and political education; psychological education; psychological health early warning; structural equation modeling
Year: 2022 PMID: 36092039 PMCID: PMC9462418 DOI: 10.3389/fpsyg.2022.969508
Source DB: PubMed Journal: Front Psychol ISSN: 1664-1078
Figure 1Structural equation model.
Causal model conditions.
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| T-law | Model | T is <2 | Sufficient condition |
| Recursion | Model | A triangular matrix is a diagonal matrix | Sufficient condition |
| Zero b | Model | 0 | Necessary conditions |
| Order condition | Equation | Variables in the equation are at least 1 | Necessary and sufficient condition |
| Rank condition | Equation | It is 1 in the equation variables, and the rest of the variables are freely estimated | Necessary conditions |
Confirmatory factor model.
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| The rule of three indicators | At least 3 indicators per factor, each indicator measures only one factor errors are not correlated | Necessary conditions |
| Two-index rule | Each indicator measures only 1 factor | Necessary and sufficient condition |
| T-law | Each factor has a factor associated with it | Sufficient condition |
| Law of designation | T is not less than 0.5 | Necessary and sufficient condition |
Factor loading matrix.
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| Front pressure | 7~12 | 0.617 |
| Study-induced stress | 1~6 | 0.767 |
| Independence and independence pressure | 21~29 | 0.776 |
| Social and interpersonal stress | 13~18 | 0.788 |
| Heterosexual relationship pressure | 30~35 | 0.725 |
| Family and financial stress | 19~20 | 0.512 |
| Major sudden stress | 36~39 | 0.689 |
Figure 2Score statistics of each dimension of college students' stressors.
Figure 3Different stressors of college students in grades.
Figure 4Gravel diagram of steep step inspection.
Figure 5Fitting index of the model.
Figure 6Mean and standard deviation of each factor score for grades.
Figure 7Basic pathways of stressors and coping styles.
Figure 8Model fit test.