| Literature DB >> 33948918 |
Scott N Cole1, Debbie M Smith2, Kathryn Ragan3, Robert Suurmond4, Christopher J Armitage5,6,7.
Abstract
Mental simulation of future scenarios is hypothesized to affect future behavior, but a large and inconsistent literature means it is unclear whether, and under what conditions, mental simulation can change people's behavior. A meta-analysis was conducted to synthesize the effects of mental simulation on behavior and examine under what conditions mental simulation works best. An inclusive systematic database search identified 123 (N = 5,685) effect sizes comparing mental simulation to a control group. After applying a multilevel random effects model, a statistically-reliable positive effect of Hedges' g = 0.49, 95% CI [0.37; 0.62] was found, which was significantly different than zero. Using a taxonomy to identify different subtypes of mental simulation (along two dimensions, class [process, performance, outcome] and purpose [whether an inferior, standard, superior version of that behavior is simulated]), it was found that superior simulations garnered more reliable beneficial effects than inferior simulations. These findings have implications for integrating theories of how mental simulations change behavior, how mental simulations are classified, and may help guide professionals seeking evidence-based and cost-effective methods of changing behavior.Entities:
Keywords: Behavior change; Mental practice; Mental simulation; Outcome simulations; Process simulations
Mesh:
Year: 2021 PMID: 33948918 PMCID: PMC8500882 DOI: 10.3758/s13423-021-01880-6
Source DB: PubMed Journal: Psychon Bull Rev ISSN: 1069-9384
Possible subtypes of mental simulation
| Classes of mental simulation | ||||
| Purpose | Simulating a plan that is ineffective | Simulating a performance that is below average | Simulating an undesired or feared outcome | |
| Simulating a standard/average plan | Simulating a standard/average performance | Simulating a standard/average outcome | ||
| Simulating a plan that is effective | Simulating a performance that is above average | Simulating a desired or wished-for outcome | ||
Note. Although there could plausibly be studies involving each subtype, some have yet to be studied. Nevertheless, here, we list some examples of the subtypes above from existing studies: superior process simulations (Pham & Taylor, 1999); inferior process simulations (no known example in existing literature); inferior performance simulations (Alden et al., 2001); standard performance simulations (Andre & Means, 1986); superior performance simulations (Callow et al., 2013); inferior outcome simulation (Marszał-Wiśniewska & Jarczewska-Gerc, 2016, Experiment 2); standard outcome simulation (no known example in existing literature); superior outcome simulation (Johannessen et al., 2012).
Fig. 2Main funnel plot for all included control-mental simulation comparisons (k = 123)
Fig. 1Flow diagram of systematic search results
Fig. 3Forest Plot showing all 123 effect sizes included in the meta-analysis. Note for Figure 3: The vertical dotted line represents zero effect (mental simulation versus control). Each effect size (Hedges' g) is represented with a square, and all error bars represent 95% confidence intervals. The overall effect size presented as a diamond, with the width of the diamond referring to the 95% CI of that overall effect and the error bar to the 95% prediction interval. All means and confidence interval values are also presented on the right-hand side of each effect. Multiple types of mental simulation and dependent variables are shown independently, even if they are from within the same study. Weights are presented on the left-hand side of each effect, which reflect whether an effect is independent or is nested with other effects within the same experiment. Study authors and years are presented on the left-hand side and the type of mental simulation is represented by letters A-H (see Table 2 for descriptions of each simulation)
Subtypes of mental simulation (and related examples) featured in interventions in the meta-analysis
| MS class | Process | Performance | Outcome | Composites | ||||
|---|---|---|---|---|---|---|---|---|
| Standard/unspecified (A) | Inferior/ below average (B) | Standard/unspecified (C) | Superior/above average (D) | Inferior (E) | Superior (F) | Inferior outcome + process (G) | Superior outcome + process (H) | |
| 5 | 4 | 52 | 34 | 3 | 15 | 2 | 8 | |
| Imagining the steps or plan involved in achieving a desired outcome (i.e., planning) | Imagining a performance that is below average | Mimic actual performance with no mention of effectiveness or efficiency of performance | Imagining a performance that is above average | Imagining an undesired or feared outcome | Imagining a desired or wished-for outcome | Simulation of an undesired outcome and simulation of ways to avoid this outcome | Simulation of a desired outcome and simulation of a barrier impeding the outcome | |
| Imagining “subgoals” or “steps” toward a goal | Imagining “errors,” “being slow,” or “feeling uncomfortable” | Imagining same “responses,” “actions,” and “behaviors as actual performance | Imagining “perfect,” “fast” or “comfortable” performance | Imagining “receiving a low score” or “being unhealthy” | Imagining “breaking a habit,” or “getting a good grade” | Simulating a poor result on an attention task, and consideration of ways to avoid this outcome. (Lukaszewski & Jarczewska-Gerc, | Mentally simulating a desired outcome with a potential barrier (Adriaanse et al., | |
Effect size and heterogeneity as a function of mental simulation subtype
| Moderator | 95% CI | QE | QM | |||
|---|---|---|---|---|---|---|
| Mental simulation subtype | 123 (94) | – | – | 342.25* | 11.53 | .12 |
| Process (standard) | 5 (5) | .17 | [−.09, .43] | 1.64 | .20 | |
| Performance (inferior) | 4 (4) | −.40 | [−1.03, 0.22] | 4.84 | .20 | |
| Performance (standard) | 52 (45) | .48 | [.31, .65] | 147.41* | <.0001 | |
| Performance (superior) | 34 (33) | .67 | [.34, 1.00] | 161.94* | <.0001 | |
| Outcome (inferior) | 3 (3) | .16 | [−.51 .83] | 2.41 | .63 | |
| Outcome (superior) | 15 (15) | .23 | [.13, .34] | 16.18* | <.0001 | |
| Combined (inferior outcome +process) | 2 (2) | .00 | [−.79, .79] | 0.00 | 1.00 | |
| Combined (superior outcome + process) | 8 (8) | .61 | [.40, .81] | 7.83 | <.0001 |
Note. k = number of effect size estimates; s = number of studies; g = Hedges’s standardized mean difference; 95% CI refers to the lower and upper bounds of the 95% confidence interval around d; QE refers to the residual heterogeneity (Cochran’s Q), with * indicating that the probability of homogeneity of the data is less likely than p = .05; QM refers to the omnibus test of parameters for all moderators; p refers to the approximate p value of either the z value of the individual effect (d) or to the omnibus test of moderators (QM)
Moderator analyses
| Moderator | 95% CI | QE | QM | |||
|---|---|---|---|---|---|---|
| Outcome | 123 (94) | – | – | 366.65* | .47 | .7890 |
| Speed | 35 (31) | .373 | [.137, .606] | 118.77* | – | .0017 |
| Frequency | 84 (67) | .537 | [.391, .683] | 243.96* | – | <.0001 |
| Accuracy | 4 (4) | .329 | [.030, .628] | 3.93 | – | .0310 |
| Domain | 123 (94) | – | – | 374.00* | .31 | .5774 |
| Health | 26 (16) | .371 | [.241, .502] | 41.67* | – | <.0001 |
| Motor learning | 52 (44) | .588 | [.319, .856] | 194.08* | – | <.0001 |
| Occupational | 12 (9) | .701 | [.113, 1.289] | 62.56* | – | .0195 |
| Pain | 2 (1) | .537 | [−.551, 1.624] | 2.15 | – | .3334 |
| Social | 7 (7) | .434 | [.197, .672] | 10.36 | – | .0003 |
| Sports | 24 (17) | .338 | [.113, .562] | 53.87* | – | .0032 |
| Task | 123 (94) | – | – | 366.59* | 1.04 | .5934 |
| Motor | 52 (42) | .425 | [.279, .571] | 108.25* | – | <.0001 |
| Cognitive | 20 (16) | .313 | [.161, .465] | 21.99 | – | <.0001 |
| Mixed | 51 (45) | .569 | [.320, .819] | 236.35* | – | <.0001 |
| Duration (coded) | 115 (88) | – | – | 362.84* | 0.05 | .8204 |
| Short | 88 (71) | .480 | [.354, .607] | 252.03* | – | <.0001 |
| Medium | 16 (11) | .794 | [.049, 1.539] | 105.20* | – | .0368 |
| Long | 11 (6) | .481 | [.315, .647] | 5.25 | – | <.0001 |
| Frequency | 123 (94) | – | – | 374.75* | 1.17 | .2800 |
| Total Time (Duration × Frequency) | 123 (94) | 374.93* | 1.01 | .3147 | ||
| Delay | 112 (87) | – | – | 308.37* | 0.08 | .7679 |
| Incentive | 49 (33) | – | – | 63.23 | 2.48 | .1151 |
| with incentive | 41 (30) | .368 | [.273, .464] | 62.13* | – | <.0001 |
| no incentive | 8 (3) | .061 | [−.276, .397] | 1.10 | – | .7247 |
| Post-only or pre–post change scores | 122 (93) | – | – | 372.35* | 0.34 | .5582 |
| Change scores | 43 (30) | .455 | [.163, .747] | 173.34* | – | .0023 |
| Post-only scores | 79 (64) | .499 | [.368, .630] | 199.01* | – | <.0001 |
| Participant blinded | 29 (26) | – | – | 130.18* | 0.53 | .4673 |
| Blinded | 26 (23) | .599 | [.331, .868] | 124.93* | – | <0.0001 |
| Nonblinded | 3 (3) | .833 | [.317, 1.350] | 5.25 | – | .0016 |
| Experimenter Blinded | 23 (19) | – | – | 111.71* | 0.72 | .3948 |
| Blinded | 14 (10) | .382 | [.118, .647] | 36.54* | – | .0047 |
| Nonblinded | 9 (9) | .718 | [.125, 1.312] | 75.18* | – | .0177 |
| Randomization | 41 (31) | – | – | 175.32* | 3.05 | .0807 |
| Randomized | 23 (16) | .612 | [.276, .948] | 128.01* | – | .0004 |
| Nonrandomized | 18 (15) | .176 | [−.171, .523] | 47.30* | .3214 | |
| Allocation Concealment | 17 (13) | – | – | 93.64* | 0.06 | .8044 |
| With alloc concealment | 13 (9) | .727 | [.124, 1.329] | 84.58* | – | .0181 |
| No alloc concealment | 4 (4) | .571 | [−.059, 1.200] | 9.05* | – | .0755 |
| Mental imagery in control | 123 (94) | – | – | 366.28* | 3.63 | .1626 |
| With imagery check | 20 (16) | .311 | [.141, .481] | 30.12 | – | .0003 |
| Without imagery check | 98 (77) | .545 | [.392, .697] | 334.76* | – | <.0001 |
| Mental imagery in experimental | 123 (94) | – | – | 374.06* | 0.68 | .4107 |
| With imagery check | 70 (51) | .457 | [.262, .651] | 259.24* | – | <.0001 |
| Without imagery check | 53 (43) | .482 | [.351, .613] | 114.82* | <.0001 |
Note. alloc = allocation; k = number of effect size estimates; s = number of studies; g = Hedges’s standardized mean difference; 95% CI refers to the lower and upper bounds of the 95% confidence interval around d; QE refers to the residual heterogeneity (Cochran’s Q) with * indicating that the probability of homogeneity of the data is less likely than p = .05; QM refers to the omnibus test of parameters for all moderators; p refers to the approximate p value of either the z value of the individual effect (d) or to the omnibus test of moderators (QM)