| Literature DB >> 26131981 |
Duncan O S Gillespie1, Kirk Allen2, Maria Guzman-Castillo1, Piotr Bandosz1, Patricia Moreira1, Rory McGill1, Elspeth Anwar1, Ffion Lloyd-Williams1, Helen Bromley1, Peter J Diggle2, Simon Capewell1, Martin O'Flaherty1.
Abstract
BACKGROUND: Public health action to reduce dietary salt intake has driven substantial reductions in coronary heart disease (CHD) over the past decade, but avoidable socio-economic differentials remain. We therefore forecast how further intervention to reduce dietary salt intake might affect the overall level and inequality of CHD mortality.Entities:
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Year: 2015 PMID: 26131981 PMCID: PMC4488881 DOI: 10.1371/journal.pone.0127927
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Fig 1Steps to policy effects.
We modelled the steps to the effect of an intervention on dietary salt intakes in terms of: Efficacy, the largest potential effect; Coverage, the spread of the intervention through the population; Impact, the size of the outcome that results, if the intervention reaches its target, considering industry or individual responsiveness. We developed this model based on the discussion surrounding McLaren et al. [29] who followed Giddens’ [37] description of society by distinguishing structural from agentic policy options. We further applied Tugwell et al.’s [36] concept that socio-economic differentials could arise at each step of policy action. In doing so, we expand the policy detail in Diderichsen et al.’s [38] description of the maintenance of inequality.
Fig 2Socio-economic differentials.
Baseline data for adults over 35 years, stratified by Index of Multiple Deprivation quintile: (A) dietary salt intake (g/day), converted from sodium per litre of urine recorded from the 2010 Health Survey for England; (B) the proportion of individuals with hypertension, i.e., blood pressure greater than or equal to 140/90 mmHg, from the 2011 Health Survey for England; (C) CHD death rates per 100,000 individuals (crude). Error bars show plus and minus one standard error around the mean estimates. See S1 Appendix.
Expert forecasts of future policy implementation.
| Policy | Component | Population-average | Socio-economic differential |
|---|---|---|---|
| Voluntary reformulation | Coverage: Percentage of products reformulated | 39% (9% to 82%) | 0.79 (0.18 to 1.54) |
| Impact: Percentage salt reduction | 24% (9% to 46%) | ||
| Social marketing | Coverage: New percentage exposure (considering 10% as the 2015 baseline) | 22% (4% to 53%) | 0.45 (0.15 to 0.90) |
| Nutrition labelling | 23% (5% to 50%) | 0.47 (0.08 to 1.12) |
Means and 95% prediction intervals of the changes that our experts judged would characterise policy implementation by 2020. In S2 Appendix we present a detailed breakdown of the within and between expert variation in judgements about each parameter value.
aThe answer to the question: “If the value in the most affluent is 1.00, what is the value in the most deprived? E.g., 0.90 would be a 10% decrease and 1.10 would be a 10% increase.”
Effects on salt intake and systolic blood pressure.
| Change to salt intake (g/day) | Change to systolic blood pressure (mmHg) | |||||
|---|---|---|---|---|---|---|
| Population-average effect | Absolute differential in effect | Relative differential in effect | Population-average effect | Absolute differential of effect | Relative differential of effect | |
| Mandatory reformulation (impact = 0.3) | -1.45 (-1.50 to -1.39) | -0.19 (-0.28 to -0.11) | 1.14 (1.08 to 1.21) | -0.81 (-1.10 to -0.53) | -0.10 (-0.18 to -0.04) | 1.14 (1.05 to 1.23) |
| Mandatory reformulation (impact = 0.1) | -0.48 (-0.50 to -0.46) | -0.065 (-0.095 to -0.035) | 1.14 (1.08 to 1.21) | -0.27 (-0.37 to -0.18) | -0.035 (-0.060 to -0.012) | 1.14 (1.05 to 1.23) |
| Voluntary reformulation | -0.48 (-1.58 to -0.08) | 0.043 (-0.333 to 0.642) | 0.90 (0.21 to 1.78) | -0.27 (-0.92 to -0.04) | 0.024 (-0.185 to 0.350) | 0.90 (0.22 to 1.76) |
| Social marketing (impact = 0.5) | -0.13 (-0.54 to 0.07) | 0.093 (-0.079 to 0.518) | 0.45 (0.15 to 0.90) | -0.078 (-0.326 to 0.043) | 0.052 (-0.045 to 0.300) | 0.46 (0.15 to 0.90) |
| Social marketing (impact = 0.1) | -0.027 (-0.108 to 0.014) | 0.019 (-0.016 to 0.105) | 0.45 (0.15 to 0.89) | -0.015 (-0.066 to 0.009) | 0.011 (-0.009 to 0.062) | 0.46 (0.15 to 0.90) |
| Nutrition labelling (impact = 0.5) | -0.16 (-0.51 to 0.06) | 0.13 (-0.08 to 0.53) | 0.46 (0.09 to 1.11) | -0.091 (-0.311 to 0.037) | 0.071 (-0.048 to 0.308) | 0.47 (0.09 to 1.12) |
| Nutrition labelling (impact = 0.1) | -0.031 (-0.100 to 0.013) | 0.025 (-0.017 to 0.104) | 0.46 (0.08 to 1.12) | -0.018 (-0.061 to 0.007) | 0.014 (-0.009 to 0.061) | 0.48 (0.10 to 1.13) |
Mean effects assessed in year 2020, with 95% prediction intervals. For mandatory reformulation, impact is the proportional reduction in the salt content of processed foods. For social marketing and nutrition labelling, impact is the realised proportion of our specified maximum reduction in dietary salt intake. Absolute and relative socio-economic differentials of effect are based on the Slope Index. If the fitted value of the slope is d in the most deprived and a in the most affluent, then the absolute differential is a—d and the relative differential is d / a.
Mortality effects.
| Total CHD deaths prevented or postponed | Life years gained | Premature CHD deaths prevented or postponed | |||||||
|---|---|---|---|---|---|---|---|---|---|
| Total population effect | Absolute differential in effect | Relative differential in effect | Total population effect | Absolute differential in effect | Relative differential in effect | Total population effect | Absolute differential of effect | Relative differential of effect | |
| Mandatory reformulation (impact = 0.3) | 4,467 (2,854 to 6,147) | -528 (-748 to -325) | 1.85 (1.61 to 2.14) | 43,939 (29,388 to 58,750) | -8,143 (-11,031 to -5,311) | 2.75 (2.31 to 3.28) | 1,351 (909 to 1,810) | -339 (-458 to -226) | 4.41 (3.58 to 5.44) |
| Mandatory reformulation (impact = 0.1) | 1,502 (953 to 2,068) | -178 (-252 to -111) | 1.85 (1.60 to 2.15) | 14,791 (9,843 to 19,832) | -2,746 (-3,728 to -1,794) | 2.75 (2.31 to 3.29) | 455 (306 to 608) | -114 (-154 to -76) | 4.42 (3.58 to 5.50) |
| Voluntary reformulation | 1,474 (220 to 4,995) | -115 (-598 to 113) | 1.49 (0.42 to 2.90) | 14,372 (2,169 to 48,270) | -2,092 (-9,000 to 601) | 2.19 (0.56 to 4.73) | 438 (65 to 1,483) | -93 (-369 to 8) | 3.51 (0.75 to 9.26) |
| Social marketing (impact = 0.5) | 419 (-233 to 1,764) | 10 (-100 to 165) | 0.84 (0.34 to 1.61) | 3,996 (-2,207 to 16,674) | -95 (-1,590 to 1,111) | 1.08 (0.43 to 2.13) | 123 (-68 to 516) | -9 (-71 to 22) | 1.42 (0.53 to 2.92) |
| Social marketing (impact = 0.1) | 84 (-47 to 355) | 2 (-20 to 36) | 0.85 (0.34 to 1.61) | 780 (-442 to 3,362) | -18 (-319 to 237) | 1.08 (0.43 to 2.13) | 25 (-14 to 103) | -2 (-14 to 4) | 1.42 (0.54 to 2.91) |
| Nutrition labelling (impact = 0.5) | 489 (-194 to 1,697) | 23 (-85 to 180) | 0.87 (0.25 to 2.01) | 4,641 (-1,791 to 15,985) | -1 (-1,423 to 1,188) | 1.11 (0.31 to 2.69) | 143 (-54 to 486) | -7 (-67 to 22) | 1.48 (0.39 to 3.82) |
| Nutrition labelling (impact = 0.1) | 98 (-38 to 334) | 4 (-17 to 35) | 0.88 (0.25 to 2.02) | 928 (-355 to 3,121) | -2 (-291 to 235) | 1.14 (0.32 to 2.71) | 29 (-11 to 96) | -2 (-13 to 5) | 1.51 (0.39 to 3.85) |
Effects assessed cumulatively up to the year 2025, with 95% prediction intervals. For mandatory reformulation, impact is the proportional reduction in the salt content of processed foods. For social marketing and nutrition labelling, impact is the realised proportion of our specified maximum reduction in dietary salt intake. Absolute and relative socio-economic differentials of effect are based on the Slope Index. If the fitted value of the slope is d in the most deprived and a in the most affluent, then the absolute differential is a—d and the relative differential is d / a.
Fig 3Policy effectiveness and inequality of effect.
The cumulative changes to the total number of CHD deaths from 2015 up to 2025 (x-axis). We plot these against the socio-economic differentials in change (y-axis). Negative values for total change indicate fewer deaths. Negative values for the socio-economic differential indicate more deaths prevented or postponed in the most deprived, i.e., a reduction of inequality. Each axis is presented on a square-root transformed scale to better show the small effects of social marketing and nutrition labelling. Crosses indicate the 95% prediction intervals; where each set of vertical–horizontal lines cross, these are the mean predictions of effect.