| Literature DB >> 22510294 |
Michael Lever1, Sandy Slow, David O McGregor, Warwick J Dellow, Peter M George, Stephen T Chambers.
Abstract
BACKGROUND: Since betaine is an osmolyte and methyl donor, and abnormal betaine loss is common in diabetes mellitus (>20% patients), we investigated the relationship between betaine and the post-methionine load rise in homocysteine, in diabetes and control subjects. The post-methionine load test is reported to be both an independent vascular risk factor and a measure of betaine sufficiency.Entities:
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Year: 2012 PMID: 22510294 PMCID: PMC3395555 DOI: 10.1186/1475-2840-11-34
Source DB: PubMed Journal: Cardiovasc Diabetol ISSN: 1475-2840 Impact factor: 9.951
Characteristics of subjects in methionine load test study
| Median | Full range | ||
|---|---|---|---|
| | | | |
| Age (y) | 14 | 67.5 | 60 – 74 |
| Body Mass Index | 14 | 27.0 | 17.1 - 37.6 |
| Fasting plasma glucose (μmol/L) | 14 | 7.4 | 5.5 - 10.2 |
| Serum vitamin B12 (pmol/L) | 14 | 337 | 215 – 587 |
| Red cell folate (nmol/L) | 14 | 677 | 508 – 964 |
| Hemoglobin A1c (%) | 14 | 7.75 | 6.7 - 9.8 |
| | | | |
| Age (y) | 20 | 69 | 51 – 75 |
| Body Mass Index | 20 | 27.2 | 22.1 - 42.3 |
| Fasting plasma glucose (μmol/L) | 20 | 7.85 | 4.8 - 14.8 |
| Serum vitamin B12 (pmol/L) | 20 | 330.5 | 129 – 697 |
| Red cell folate (nmol/L) | 20 | 655.5 | 406 – 1046 |
| Hemoglobin A1c (%) | 20 | 7.4 | 5.3 - 9.0 |
| | | | |
| Age (y) | 7 | 63 | 55 – 69 |
| Body Mass Index | 7 | 28.7 | 24.9 - 33.5 |
| Fasting plasma glucose (μmol/L) | 7 | 4.5 | 3.9 - 5.8 |
| Serum vitamin B12 (pmol/L) | 7 | 357 | 302 – 580 |
| Red cell folate (nmol/L) | 7 | 840 | 546 – 1071 |
| | | | |
| Age (y) | 10 | 57 | 54 – 66 |
| Body Mass Index | 10 | 26.8 | 21.1 - 36.5 |
| Fasting plasma glucose (μmol/L) | 10 | 4.75 | 3.9 - 5.8 |
| Serum vitamin B12 (pmol/L) | 10 | 355.5 | 227 – 837 |
| Red cell folate (nmol/L) | 10 | 847 | 507 – 971 |
Figure 1Variability of betaine and homocysteine metabolites. Variablity in subjects with diabetes (n = 34) and control subjects (n = 17). DMG: N,N-dimethylglycine. The p values are the significance of the differences between the variances of the subjects with and without diabetes, calculated using log-transformed data. The change in homocysteine is the difference between the plasma homocysteine before and 4 h after a methionine load; plasma betaine and homocysteine concentrations are fasting, before a methionine load.
Figure 2Multiple linear regression model for the post-methionine load increase in homocysteine. Top, in subjects with diabetes, bottom, control subjects. Dependent variable: log(rise in plasma homocysteine). Independent variables: log(serum vitamin B12), log(post-methionine plasma betaine) and log(baseline fasting homocysteine). Bars show the significance of the factors as t-values, negative for a negative relationship and positive for a positive relationship; dashed lines p = 0.05; dotted lines p = 0.001. Pie graphs at the right show the proportion of variance (dark segment) explained by regression: unexplained variance in grey.
Figure 3Multiple linear regression model for the post-methionine load increase in homocysteine. Data on subjects with diabetes and controls combined. Top, subjects in the highest tertile of betaine excretion and bottom in the lowest tertile of betaine excretion. Dependent variable: log(rise in plasma homocysteine). Independent variables: log(baseline fasting homocysteine), log(dimethylglycine excretion as mmol dimethylglycine per mole creatinine) and age (years). Bars show the significance of the factors as t-values, negative for a negative relationship and positive for a positive relationship; dashed lines p = 0.05; dotted lines p = 0.001. Pie graphs at the right show the proportion of variance (dark segment) explained by regression: unexplained variance in grey.