| Literature DB >> 26053623 |
Anne C Frenzel1, Betty Becker-Kurz1, Reinhard Pekrun1, Thomas Goetz2.
Abstract
Teachers' emotions are critically important for the quality of classroom instruction, and they are key components of teachers' psychological well-being. Past research has focused on individual differences between teachers, whereas within-teacher variation across contexts has rarely been considered. As such, the present research addresses the long-standing yet unresolved person-situation debate pertaining to the emotional experiences of teachers. In two diary studies (N = 135, 70% female, and N = 85, 28% female), we examined the role of person, academic subject, and group of students for teacher emotions; focusing on three of the most salient emotions found in teachers: enjoyment, anger, and anxiety. Findings from multi-level analysis confirmed the person specificity of enjoyment, anger, and, in particular, anxiety. In addition, underscoring the existence of within-teacher variability, findings supported that teachers' emotions considerably varied depending on the subject and group of students taught, particularly so for enjoyment and anger. Implications of the person and context specificity of teacher emotions are discussed in relation to assessments and intervention programs aiming to improve teachers' emotional lives in the classroom.Entities:
Mesh:
Year: 2015 PMID: 26053623 PMCID: PMC4459880 DOI: 10.1371/journal.pone.0129630
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Variance Components at the Teacher and Class Period Level (Study 1).
| Emotion | Variance | ||
|---|---|---|---|
| Coefficient |
| Proportion (%) | |
|
| |||
| Level 2: Teacher (σ2 0u) | .11 | .02 | 17 |
| Level 1: Class Period (σ2 e) | .53 | .03 | 83 |
|
| |||
| Level 2: Teacher (σ2 0u) | .13 | .02 | 20 |
| Level 1: Class Period (σ2 e) | .53 | .03 | 80 |
|
| |||
| Level 2: Teacher (σ2 0u) | .10 | .02 | 26 |
| Level 1: Class Period (σ2 e) | .29 | .03 | 74 |
Note. N = 2,646; 2,668; and 2,649 for enjoyment, anger, and anxiety, respectively, on the class period level, due to missing values. N = 135 for all emotions on the teacher level.
** p < .01.
Correlations for teaching enjoyment, anger, and anxiety across subjects (Study 1).
| Subject Pair | Emotion | ||
|---|---|---|---|
| Enjoyment | Anger | Anxiety | |
|
| .52 | .61 | .76 |
|
| .38 | .46 | .62 |
|
| .34 | .39 | .66 |
|
| .42 | .49 | .68 |
Note. N = 135.
a To obtain average correlations, we performed a Fisher-z-transformation to the Pearson correlations for the aggregated emotion scores for three subject couples, calculated their arithmetic mean and then performed the inverse Fisher-z-transformation, resulting in values that can again be interpreted like Pearson correlations [cf., 43].
* p < .05.
** p < .01.
Variance components at the teacher, student group, and class period level (Study 2).
| Emotion | Variance | ||
|---|---|---|---|
| Coefficient |
| Proportion (%) | |
|
| |||
| Level 3: Teacher (σ2 ν0) | .19 | .05 | 28 |
| Level 2: Student Group (σ2 u0) | .07 | .02 | 10 |
| Level 1: Class Period (σ2 e) | .42 | .03 | 62 |
|
| |||
| Level 3: Teacher (σ2 ν0) | .12 | .03 | 19 |
| Level 2: Student Group (σ2 u0) | .09 | .02 | 15 |
| Level 1: Class Period (σ2 e) | .41 | .03 | 66 |
|
| |||
| Level 3: Teacher (σ2 ν0) | .10 | .03 | 31 |
| Level 2: Student Group (σ2 u0) | .02 | .01 | 6 |
| Level 1: Class Period (σ2 e) | .20 | .03 | 63 |
Note. N = 1,732; 1,737; and 1,738 for enjoyment, anger, and anxiety, respectively, on the class period level, due to missing values. N = 340 for all emotions on the student group level. N = 85 for all emotions on the teacher level.
* p < .05.
** p < .01.
Correlations for teaching enjoyment, anger, and anxiety between mathematics and physics and between student groups (Study 2).
| Context | Emotion | ||
|---|---|---|---|
| Enjoyment | Anger | Anxiety | |
|
| .35 | .51 | .61 |
|
| .45 | .43 | .55 |
Note. N = 85.
a To obtain this correlation, we performed a Fisher-z-transformation to the Pearson correlations between the aggregated emotion scores referring to the two mathematics student groups and the two physics student groups each teacher reported about, calculated their arithmetic mean and then performed the inverse Fisher-z-transformation [cf., 43].
** p < .01.