| Literature DB >> 28814305 |
Yuki Ideno1, Kunihiko Hayashi2, Yukina Abe3, Kayo Ueda4, Hiroyasu Iso5, Mitsuhiko Noda6, Jung-Su Lee7, Shosuke Suzuki8.
Abstract
BACKGROUND: Shinrin-yoku (experiencing the forest atmosphere or forest bathing) has received increasing attention from the perspective of preventive medicine in recent years. Some studies have reported that the forest environment decreases blood pressure. However, little is known about the possibility of anti-hypertensive applications of Shinrin-yoku. This study aimed to evaluate preventive or therapeutic effects of the forest environment on blood pressure.Entities:
Keywords: Blood pressure; Forest bathing; Meta-analysis; Pulse rate; Systematic review
Mesh:
Year: 2017 PMID: 28814305 PMCID: PMC5559777 DOI: 10.1186/s12906-017-1912-z
Source DB: PubMed Journal: BMC Complement Altern Med ISSN: 1472-6882 Impact factor: 3.659
Fig. 1Flow chart of the study selection process for the present study
Result of the meta-analysis comparing changes in SBP (mmHg) between the forest environment and the non-forest environment based on 20 studies or subgroups
| Study or Subgroup | Sinrin-yoku | Control | Weight (%) | Mean Difference | 95% CI |
|---|---|---|---|---|---|
| Ogushi et al., 2000 [ | 37 | 20 | 1.0 | −5.00 | −14.58 - 4.58 |
| Takayanagi & Hagihara, 2005 [ | 12 | 12 | 0.6 | −6.10 | −19.02 - 6.82 |
| Tsunetsugu et al., 2007–2 [ | 11 | * | 3.2 | −6.20 | −11.65 - -0.75 |
| Tsunetsugu et al., 2007–1 [ | 9 | * | 3.3 | −2.50 | −7.87 - 2.87 |
| Furuhashi et al., 2007 [ | 12 | * | 7.8 | −3.90 | −7.37 - -0.43 |
| Kozaki et al., 2007–1 [ | 11 | * | 1.0 | −1.00 | −10.62 - 8.62 |
| Kozaki et al., 2007–2 [ | 11 | * | 1.2 | −1.30 | −7.60 - 10.20 |
| Takeda et al., 2009–2 [ | 8 | * | 1.3 | −10.00 | −18.35 - -1.65 |
| Takeda et al., 2009–1 [ | 11 | * | 0.5 | 1.10 | −12.64 - 14.84 |
| Park et al., 2010–2 [ | 75 | * | 20.9 | −2.16 | −4.28 - -0.04 |
| Park et al., 2010–1 [ | 268 | * | 35.4 | −2.16 | −3.79 - -0.53 |
| Li et al., 2011 [ | 16 | * | 0.9 | −3.00 | −13.33 - 7.33 |
| Lee et al., 2011 [ | 48 | * | 11.0 | −3.00 | −5.92 - -0.08 |
| Kondo et al., 2011a [ | 8 | * | 2.9 | −4.00 | −9.66 - 1.66 |
| Kondo et al., 2011b [ | 8 | * | 3.4 | −4.00 | −9.23 - 1.23 |
| Sung et al., 2012 [ | 28 | 28 | 1.5 | −8.70 | −16.48 - -0.92 |
| Mao et al., 2012 [ | 12 | 12 | 0.7 | −11.50 | −22.87 - -0.13 |
| Kondo et al., 2014–1 [ | 7 | * | 0.8 | −10.40 | −21.43 - 0.63 |
| Kondo et al., 2014–2 [ | 6 | * | 1.1 | −5.50 | −14.73 - 3.73 |
| Lee & Lee, 2014 [ | 43 | 19 | 1.4 | −12.25 | −20.36 - -4.14 |
| Total | 641 | 91** | 100.0 | −3.15 | −4.12 - -2.18 |
CI, confidence interval; df, degrees of freedom
*Cross-over design (same number as in Shinrin-yoku)
**Total number excluding the cross-over design
Fig. 2Forest plot comparing changes in SBP (mmHg) between the forest environment and the non-forest environment based on 20 studies or subgroups
CI, confidence interval.
Results of the meta-analysis of the change in SBP (mmHg) in the two subgroup analyses of SBP levels of 1) ≥ 130 and 2) < 130 mmHg before the intervention
| Study or Subgroup | Sinrin-yoku | Control | Weight (%) | Mean Difference | 95% CI |
|---|---|---|---|---|---|
| 1) SBP ≥ 130 mmHg | |||||
| Tsunetsugu et al., 2007–2 [ | 8 | * | 13.1 | −10.00 | −18.35 - -1.65 |
| Tsunetsugu et al., 2007–1 [ | 11 | * | 4.8 | 1.10 | −12.64 - 14.84 |
| Kondo et al., 2011b [ | 8 | * | 33.3 | −4.00 | −9.23 - 1.23 |
| Li et al., 2011 [ | 16 | * | 8.5 | −3.00 | −13.33 - 7.33 |
| Sung et al., 2012 [ | 28 | 28 | 15.1 | −8.70 | −16.48 - -0.92 |
| Mao et al., 2012 [ | 12 | 12 | 7.1 | −11.50 | −22.87 - -0.13 |
| Kondo et al., 2014–1 [ | 7 | * | 7.5 | −10.40 | −21.43 - 0.63 |
| Kondo et al., 2014–2 [ | 6 | * | 10.7 | −5.50 | −14.73 - 3.73 |
| 2) SBP < 130 mmHg | |||||
| Ogushi et al., 2000 [ | 37 | 20 | 3.1 | −5.00 | −14.58 - 4.58 |
| Takayanagi & Hagihara, 2005 [ | 12 | 12 | 1.7 | −6.10 | −19.02 - 6.82 |
| Furuhashi et al., 2007 [ | 12 | * | 23.4 | −3.90 | −7.37 - -0.43 |
| Tsunetsugu et al., 2007–1 [ | 9 | * | 9.8 | −2.50 | −7.87 - 2.87 |
| Tsunetsugu et al., 2007–2 [ | 11 | * | 9.5 | −6.20 | −11.65 - -0.75 |
| Kozaki et al., 2007–1 [ | 11 | * | 3.0 | −1.00 | −10.62 - 8.62 |
| Kozaki et al., 2007–2 [ | 11 | * | 3.6 | −1.30 | −7.60 - 10.20 |
| Kondo et al., 2011a [ | 8 | * | 8.8 | −4.00 | −9.66 - 1.66 |
| Lee et al., 2011 [ | 48 | * | 33.0 | −3.00 | −5.92 - -0.08 |
| Lee & Lee, 2014 [ | 43 | 19 | 4.3 | −12.25 | −20.36 - -4.14 |
| Total | 202 | 51** | 100.0 | −3.85 | −5.53 - -2.17 |
Heterogeneity: Chi2 = 4.73, df = 7 (P = 0.69); I2 = 0%
Test for overall effect: Z = 4.11 (P < 0.0001)
Heterogeneity: Chi2 = 7.20, df = 9 (P = 0.62); I2 = 0%
Test for overall effect: Z = 4.50 (P < 0.00001)
CI, confidence interval; df, degrees of freedom
*Cross-over design (same number as in Shinrin-yoku)
**Total number excluding the cross-over design
Fig. 3Two forest plots of the change in SBP (mmHg) in the two subgroup analyses of SBP levels of 1) ≥ 130 and 2) < 130 mmHg before the intervention. 1) SBP ≥ 130 mmHg. 2) SBP < 130 mmHg. CI, confidence interval
Results of the meta-analysis of the change in SBP (mmHg) in the two subgroup analyses of differences in intervention methods (walking and non-walking)
| Study or Subgroup | Sinrin-yoku | Control | Weight (%) | Mean Difference | 95% CI |
|---|---|---|---|---|---|
| 1) Walking group | |||||
| Ogushi et al., 2000 [ | 37 | 20 | 3.1 | −5.00 | −14.58 - 4.58 |
| Kozaki et al., 2007–1 [ | 11 | * | 3.1 | −1.00 | −10.62 - 8.62 |
| Tsunetsugu et al., 2007–1 [ | 9 | * | 9.9 | −2.50 | −7.87 - 2.87 |
| Takeda et al., 2009–1 [ | 11 | * | 1.5 | 1.10 | −12.64 - 14.84 |
| Takeda et al., 2009–2 [ | 8 | * | 4.1 | −10.00 | −18.35 - -1.65 |
| Park et al., 2010–2 [ | 75 | * | 63.5 | −2.16 | −4.28 - -0.04 |
| Li et al., 2011 [ | 16 | * | 2.7 | −3.00 | −13.33 - 7.33 |
| Mao et al., 2012 [ | 12 | 12 | 2.2 | −11.50 | −22.87 - -0.13 |
| Kondo et al., 2014–1 [ | 7 | * | 2.3 | −10.40 | −21.43 - 0.63 |
| Lee & Lee, 2014 [ | 43 | 19 | 4.3 | −12.25 | −20.36 - -4.14 |
| Kondo et al., 2014–2 [ | 6 | * | 3.3 | −5.50 | −14.73 - 3.73 |
| Total | 235 | 51** | 100.0 | −3.48 | −5.17 - -1.80 |
| 2) Non-walking group | |||||
| Takayanagi & Hagihara, 2005 [ | 12 | 12 | 0.8 | −6.10 | −19.02 - 6.82 |
| Kozaki et al., 2007–2 [ | 11 | * | 1.8 | −1.30 | −7.60 - 10.20 |
| Tsunetsugu et al., 2007–2 [ | 11 | * | 4.7 | −6.20 | −11.65 - -0.75 |
| Furuhashi et al., 2007 [ | 12 | * | 11.6 | −3.90 | −7.37 - -0.43 |
| Park et al., 2010–1 [ | 268 | * | 52.9 | −2.16 | −3.79 - -0.53 |
| Kondo et al., 2011b [ | 8 | * | 5.1 | −4.00 | −9.23 - 1.23 |
| Lee et al., 2011 [ | 48 | * | 16.4 | −3.00 | −5.92 - -0.08 |
| Kondo et al., 2011a [ | 8 | * | 4.4 | −4.00 | −9.66 - 1.66 |
| Sung et al., 2012 [ | 28 | 28 | 2.3 | −8.70 | −16.48 - -0.92 |
| Total | 406 | 40** | 100.0 | −2.99 | −4.17 - -1.80 |
Heterogeneity: Chi2 = 12.85, df = 10 (P = 0.23); I2 = 22%
Test for overall effect: Z = 4.05 (P < 0.0001)
Heterogeneity: Chi2 = 6.05, df = 8 (P = 0.64); I2 = 0%
Test for overall effect: Z = 4.95 (P < 0.00001)
CI, confidence interval; df, degrees of freedom
*Cross-over design (same number as in Shinrin-yoku)
**Total number excluding the cross-over design
Fig. 4Two forest plots of the change in SBP (mmHg) in the two subgroup analyses of differences in intervention methods (walking and non-walking). 1) Walking group. 2) Non-walking group. CI, confidence interval
Results of the meta-analysis of the change in SBP (mmHg) in the two subgroup analyses of the three groups of sex and age differences
| Study or Subgroup | Sinrin-yoku | Control | Weight (%) | Mean Difference | 95% CI |
|---|---|---|---|---|---|
| 1) Young male (university student) group | |||||
| Kozaki et al., 2007–2 [ | 11 | * | 1.4 | −1.30 | −7.60 - 10.20 |
| Kozaki et al., 2007–1 [ | 11 | * | 1.2 | −1.00 | −10.62 - 8.62 |
| Tsunetsugu et al., 2007–1 [ | 9 | * | 3.9 | −2.50 | −7.87 - 2.87 |
| Furuhashi et al., 2007 [ | 12 | * | 9.3 | −3.90 | −7.37 - -0.43 |
| Tsunetsugu et al., 2007–2 [ | 11 | * | 3.8 | −6.20 | −11.65 - -0.75 |
| Park et al., 2010–2 [ | 75 | * | 25.0 | −2.16 | −4.28 - -0.04 |
| Park et al., 2010–1 [ | 268 | * | 42.3 | −2.16 | −3.79 - -0.53 |
| Lee et al., 2011 [ | 48 | * | 13.1 | −3.00 | −5.92 - -0.08 |
| Total | 445 | 0** | 100.0 | −2.53 | −3.59 - -1.48 |
| 2) Middle-aged or older male group | |||||
| Takeda et al., 2009–1 [ | 11 | * | 8.9 | 1.10 | −12.64 - 14.84 |
| Li et al., 2011 [ | 16 | * | 15.8 | −3.00 | −13.33 - 7.33 |
| Kondo et al., 2011b [ | 8 | * | 61.5 | −4.00 | −9.23 - 1.23 |
| Kondo et al., 2014–1 [ | 7 | * | 13.8 | −10.40 | −21.43 - 0.63 |
| Total | 42 | 0** | 100.0 | −4.27 | −8.38 - -0.17 |
| 3) Middle-aged or older female group | |||||
| Takeda et al., 2009–2 [ | 8 | * | 19.8 | −10.00 | −18.35 - -1.65 |
| Kondo et al., 2011a [ | 8 | * | 43.0 | −4.00 | −9.66 - 1.66 |
| Kondo et al., 2014–2 [ | 6 | * | 16.2 | −5.50 | −14.73 - 3.73 |
| Lee & Lee, 2014 [ | 43 | 19 | 21.0 | −12.25 | −20.36 - -4.14 |
| Total | 65 | 19** | 100.0 | −7.16 | −10.88 - -3.45 |
Heterogeneity: Chi2 = 3.57, df = 7 (P = 0.83); I2 = 0%
Test for overall effect: Z = 4.70 (P < 0.00001)
Heterogeneity: Chi2 = 3.28, df = 3 (P = 0.35); I2 = 8%
Test for overall effect: Z = 3.78 (P < 0.0002)
CI, confidence interval; df, degrees of freedom
*Cross-over design (same number as in Shinrin-yoku)
**Total number excluding the cross-over design
Fig. 5Three forest plots of the change in SBP (mmHg) in the two subgroup analyses of the three groups of sex and age differences. 1) Young male (university student) group. 2) Middle-aged or older male group. 3) Middle-aged or older female group. CI, confidence interval
Fig. 6Funnel plot, using data from 20 trials of therapeutic effects of the forest environment on systolic blood pressure. SE, standard error; MD, mean difference