| Literature DB >> 18197294 |
Paul C Turner1, Joseph A Rothwell, Kay L M White, Yunyun Gong, Janet E Cade, Christopher P Wild.
Abstract
BACKGROUND: Deoxynivalenol (DON) is a toxic fungal metabolite that frequently contaminates cereal crops. DON is toxic to animals, but the effects on humans are poorly understood, in part because exposure estimates are of limited precision.Entities:
Keywords: U.K.; biomarker; cereal; deoxynivalenol; mycotoxin; urine
Mesh:
Substances:
Year: 2008 PMID: 18197294 PMCID: PMC2199283 DOI: 10.1289/ehp.10663
Source DB: PubMed Journal: Environ Health Perspect ISSN: 0091-6765 Impact factor: 9.031
Descriptive data of selected individuals by cereal intake group.
| Cereal intake group
| |||||
|---|---|---|---|---|---|
| Total ( | Low ( | Medium ( | High ( | ||
| Cereal intake (g/day) | 196 (88–325) | 107 (88–125) | 179 (162–195) | 300 (276–325) | < 0.0005 |
| Sex | 0.02 | ||||
| Female | 158 | 62 | 50 | 46 | |
| Male | 142 | 38 | 50 | 54 | |
| Age | 42.9 (19–64) | 44.1 (19–64) | 40.9 (19–64) | 43.7 (19–64) | 0.81 |
| BMI | 27.1 (26.4–27.7) | 27.4 (26.3–28.5) | 26.8 (25.6–27.8) | 27.1 (26.0–28.2) | 0.73 |
| Ethnicity | 292/300 | 96/100 | 97/100 | 99/100 | 0.19 |
| Vegetarian | 18/300 | 4/100 | 6/100 | 8/100 | 0.23 |
Mean (range).
Mean (95% CI).
Number of individuals that were white Caucasians.
Figure 1Urinary DON by cereal intake group. Geometric mean and 95% CI values for the level of DON in 24-hr urine samples based on low cereal intake (mean, 107 g; range, 88–125), medium (mean 179; range, 162–195) and high (mean, 300 g; range, 276–325). Data are adjusted for sex, age, and BMI. p for trend < 0.0005, adjusted R2 = 0.182.
Effect of intake of specific food items on urinary DON.
| Food item | Intake [g/day mean (range)] | Regression coefficient | Percentage increase in urinary DON per 50 g food/day | Overall percentage contribution to urinary DON increase | |
|---|---|---|---|---|---|
| Pasta | 26 (0–179) | 0.0027 | 0.017 | 14.3 (2.4 to 27.6) | 7.2 (1.3 to 13.5) |
| White bread | 61 (0–243) | 0.0040 | < 0.0005 | 21.8 (10.8 to 134.0) | 27.2 (13.4 to 42.9) |
| Wholemeal bread | 18 (0–183) | 0.0070 | < 0.0005 | 41.8 (23.6 to 62.7) | 13.4 (7.9 to 19.2) |
| Other bread | 18 (0–196) | 0.0061 | < 0.0005 | 35.5 (17.9 to 55.6) | 11.5 (6.1 to 17.2) |
| HF breakfast cereal | 21 (0–194) | 0.0031 | 0.016 | 16.8 (3.0 to 3.2) | 11.5 (6.1 to 17.2) |
| Fruit pies | 3 (0–71) | –0.0087 | 0.034 | –35.3 (–56.2 to –3.2) | –2.6 (–4.9 to –0.2) |
| Buns/cakes | 18 (0–155) | 0.0054 | 0.003 | 31.2 (10.1 to 56.4) | 10.2 (3.5 to 17.5) |
HF, high fiber.
Multiple linear regression of intake of food item as a continuous variable against urinary DON level. All models were adjusted for sex, BMI ,and age.
95% CI, 95%confidence intervals based on the confidence intervals of the regression coefficients (values not shown).
The contribution of the mean intake of the specific food items (column 2 of this table, “Intake g/day”) to the increase in urinary DON.
Figure 2Urinary DON by intake of specific food items (total bread, high-fiber breakfast cereal, pasta, buns/cakes). Geometric mean and 95% CI are shown for the level of DON in 24-hr urine samples based on consumption specific foods. All data are adjusted for sex, age, and BMI. p < 0.0005, adjusted R2 = 0.238.
Effect of being a consumer or nonconsumer of specific food items on urinary DON.
| Food item | No. of nonconsumers (%) | Urinary DON in nonconsumers [μg/day mean (95% CI)] | Urinary DON in consumers [μg /day mean (95% CI)] | |
|---|---|---|---|---|
| Pasta | 142 (47) | 8.78 (7.86–9.90) | 10.00 (8.96–11.16) | 0.126 |
| White bread | 23 (8) | 8.78 (6.50–11.97) | 9.51 (8.69–10.30) | 0.655 |
| Wholemeal bread | 180 (60) | 7.79 (7.04–8.68) | 12.46 (10.94–14.19) | < 0.0005 |
| Other bread | 146 (49) | 8.69 (7.71–9.70) | 10.20 (9.05–11.38) | 0.05 |
| HF breakfast cereal | 150 (50) | 8.35 (7.48–9.32) | 10.61 (9.51–11.85) | 0.005 |
| Fruit pies | 266 (89) | 9.60 (8.95–10.51) | 7.56 (6.00–9.60) | 0.056 |
| Buns/cakes | 109 (36) | 8.60 (7.56–9.80) | 9.90 (8.96–11.16) | 0.067 |
HF, high fiber.
Multiple linear regression, with adjustment for other food items as continuous variables. All models were adjusted for sex, BMI, and age.