Vitamin D and Health
SACN_Vitamin_D_and_Health_report
SACN_Vitamin_D_and_Health_report
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9.36 Data from two of these RCTs 95 (Cashman et al., 2008; Cashman et al., 2009) were from adults in the<br />
South of the Republic of Irel<strong>and</strong> (latitude 51 o N) <strong>and</strong> Northern Irel<strong>and</strong> (latitude 55 o N) (NDNS shows that<br />
mean serum 25(OH)D concentrations in older adults were ~10 nmol/L lower in the Northern region of<br />
UK [55-57ºN] than in London <strong>and</strong> the South East [51ºN]). The RCT in adolescent girls (Cashman et al.,<br />
2011b) was conducted at 55 o N <strong>and</strong> 60 o N (Copenhagen, Denmark, <strong>and</strong> Helsinki, Finl<strong>and</strong>, respectively)<br />
representing latitudes in the UK from Edinburgh to the Shetl<strong>and</strong>s. The total vitamin D intake range in<br />
the RCTs was specifically selected to provide a range within the current 2.5 th <strong>and</strong> 97.5 th percentiles of<br />
intakes for UK adults/older adults (NDNS). The vitamin D intakes of the girls are comparable to those<br />
for girls in the UK. The same RCT data were used by the German Nutrition Society in setting the<br />
DACH 96 country recommendations for vitamin D but using 50 nmol/L as their basis (German Nutrition<br />
Society, 2012).<br />
Further considerations in setting DRVs for vitamin D using the RCTs data<br />
9.37 The RNI is notionally an intake of a nutrient that is two SDs above the EAR <strong>and</strong> is therefore derived<br />
from a known EAR <strong>and</strong> the variance around the distribution. In relation to vitamin D, especially the<br />
vitamin D intake-serum 25(OH)D concentration relationship, there are sufficient data to estimate<br />
directly the vitamin D intake required to maintain serum 25(OH)D concentration above a selected<br />
concentration (i.e., 25 nmol/L), over winter, in 97.5% of the population (i.e., the RNI). This direct<br />
estimation avoids the requirement to add two SDs to the EAR, which is an approximation 97 .<br />
9.38 Full details of the regression <strong>and</strong> mathematical modelling used to derive these intake estimates are<br />
provided in the three publications (Cashman et al., 2008; Cashman et al., 2009; Cashman et al., 2011b)<br />
but, in brief, the aim of the modelling was to describe the conditional distribution of serum 25(OH)D<br />
concentrations at specific values of vitamin D intake in each of the three population subgroups<br />
separately. A regression model was used to estimate the variation in serum 25(OH)D concentrations<br />
about the mean <strong>and</strong> Q-Q plots 98 were used to examine the assumption that variation about the<br />
predicted value was normally distributed. The distribution for serum 25(OH)D concentration as a<br />
function of total vitamin D intake was obtained for each of the three population subgroups separately<br />
(see Figure 8 below, as an example). Finally, the dietary requirements for vitamin D to maintain<br />
selected percentages of the population above specific serum 25(OH)D concentrations were estimated.<br />
In all three age-groups, results were verified using robust regression models that minimised the effect<br />
of outliers <strong>and</strong> heteroscedasticity 99 .<br />
95 These RCTs were specifically commissioned <strong>and</strong> funded by the Food St<strong>and</strong>ards Agency to inform considerations on whether the DRVs for vitamin D<br />
(DH, 1991) required re-evaluation.<br />
96 [D-A-CH arises from initial letters of the common country identification for the countries Germany (D), Austria (A) <strong>and</strong> Switzerl<strong>and</strong> (CH)].<br />
97 While the EAR is a constituent value within the DRV, the EAR does not exist at the threshold serum 25(OH)D concentration of 25 nmol/L for adults<br />
20-40 y <strong>and</strong> adults 64+ y.<br />
98 Quantile-Quantile plot is a graphical method for comparing two probability distributions.<br />
99 Occurs when variance around the regression line is unequal across the range of values of the predictor variable.<br />
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