| Literature DB >> 33975870 |
François Brial1, Julien Chilloux2, Trine Nielsen3, Sara Vieira-Silva4, Gwen Falony4, Petros Andrikopoulos2,5, Michael Olanipekun2,5, Lesley Hoyles6, Fatima Djouadi7,8, Ana L Neves2, Andrea Rodriguez-Martinez2, Ghiwa Ishac Mouawad1, Nicolas Pons9, Sofia Forslund10, Emmanuelle Le-Chatelier9, Aurélie Le Lay1, Jeremy Nicholson2, Torben Hansen3, Tuulia Hyötyläinen11, Karine Clément12,13, Matej Oresic14, Peer Bork15, Stanislav Dusko Ehrlich9,16, Jeroen Raes4,17, Oluf Borbye Pedersen3, Dominique Gauguier1,18, Marc-Emmanuel Dumas19,5,18,20.
Abstract
OBJECTIVE: Gut microbial products are involved in regulation of host metabolism. In human and experimental studies, we explored the potential role of hippurate, a hepatic phase 2 conjugation product of microbial benzoate, as a marker and mediator of metabolic health.Entities:
Keywords: colonic microflora; glucose metabolism; intestinal microbiology; obesity
Mesh:
Substances:
Year: 2021 PMID: 33975870 PMCID: PMC8515120 DOI: 10.1136/gutjnl-2020-323314
Source DB: PubMed Journal: Gut ISSN: 0017-5749 Impact factor: 23.059
Figure 1Hippurate is the main metabolite correlated with gene richness and functional redundancy of the gut microbiome. (A) Scores plot (predictive component 1) obtained for an orthogonal partial least squares discriminant analysis (O-PLS-DA) model fitted using urinary 1H-NMR spectra to predict microbial gene richness, showing a significant association between high gene richness (over 480 000 gene counts) and 1H-NMR spectra (p=3.21×10-15 for a significantly non-zero slope using F-test, N=271). (B) Empirical assessment of the significance of O-PLS goodness-of-fit parameter Q2 Yhat by generating a null distribution with 10 000 random permutations (p=1.00×10-4). (C) Manhattan plot highlighting associations between 1H-NMR variables and gene count displayed in a pseudo-spectrum layout. A negative value (blue circles) means a negative correlation, while a positive value (red circles) means a positive correlation. Grey circles are clusters with a p value >0.01. Size of circles represents the covariance of the cluster with the gene count. (D) Association between urinary hippurate intensity (area under the curve of the hippurate 1H-NMR peaks; AU) and high gene counts (over 480 000; p=6.84×10-8 for a significantly non-zero slope using F-test). (E) Linear-regression-based scatterplot showing correlation between urinary hippurate (AU: log-transformed for visualisation purposes) and Shannon microbial diversity index (Spearman’s rho2=0.108, p=2.82×10-8; N=271).
Figure 2Detection of microbial phenylpropanoid metabolism-related modules in faecal metagenomes of healthy volunteers and their associations with urine hippurate concentrations. (A) Visualisation of gut-specific metabolic modules (GMMs) encoding phenylpropanoid metabolism-related pathways detected in more than 20% of individuals; MC0004 (orange; N=271, Spearman’s rho=0.19, q-value=0.006) and MC0005 (blue; N=271, Spearman’s rho=0.21, q-value=0.006) relative abundances correlate positively with urine hippurate concentrations (online supplemental table 4). (B) Metagenomic species encoding modules MC0004 and MC0005. (C) (Top panel) Faecal microbiomes dissimilarity visualised on the first plane of the genus-level principal coordinates analysis (PCoA, Bray-Curtis dissimilarity), with individual samples coloured according to enterotypes (Bacteroides1 (Bact1), blue; Bacteroides2 (Bact2), red; Prevotella (Prev), green; Ruminococcaceae (Rum), yellow). (Middle and bottom panels) Same genus-level PCoA overlaid with a mesh coloured according to the median abundances of GMMs MC0004 (red) and MC0005 (blue) in samples falling within each cell of the mesh (N=271). MC0005 relative abundance was transformed for clearer visualisation (square root). (D) Distribution of urine hippurate concentrations (N=271, Kruskal-Wallis, χ2=41.78, q-value=4.45×10-9; (left panel) and MC0004 (N=271, Kruskal-Wallis, χ2=40.04, q-value=1.05×10-8; (middle panel)) and MC0005 (N=271, Kruskal-Wallis, χ2=22.25, q-value=5.79×10-5; (right panel)) relative abundances over enterotypes. Significance levels of post hoc Dunn test corrected for multiple testing are indicated (q-value <0.05 (*); <0.01 (**); <0.0001 (***); online supplemental tables 7 and 8). The body of the boxplot represents the first and third quartiles of the distribution, with the median line, and the whiskers extend from the quartiles to the last data point within 1.5×IQR, with outliers beyond.
Figure 3Elevated urine hippurate abundance associates with improved glucose homeostasis only in participants consuming a diet rich in saturated fats and meat. (A) Biplot of the principal component analysis (PCA) of dietary intakes highlights opposite diets along the first two principal components (PCs). The main drivers of each PCs are named and represented by blue arrows. (B) Cumulative contributions of explanatory variables to interindividual variation in hippurate excretion, estimated by stepwise rank-transformed linear regression (sLR; n=193; online supplemental table 11). Explanatory variables included age, gender, body mass index (BMI), Integrated Gene Catalogue (IGC) richness, microbiota phenylpropanoid metabolism modules and diet as dietary principal components. (C–E) Linear-regression-based scatterplots showing the association between urinary hippurate (AU; log-transformed for visualisation purposes) and homeostasis model assessment of insulin resistance (HOMA-IR), plasma insulin and tumour necrosis factor-α (TNFα) for the whole cohort (n=193; black line), for those consuming a diet rich in lipids (high PC1, n=67; red line) and for those consuming a diet rich in vegetables and fruits (low PC1, n=126, blue line). Colour-coded Spearman partial correlations and p values adjusted for age, sex and BMI are depicted above. For full name description of physiological data, see online supplemental table 10. (F) Heatmap depicting Spearman’s correlations of hippurate or microbial gene counts with adiposity bioclinical variables unadjusted or adjusted for hippurate or gene counts as indicated. WBTOT_PFAT, total body fat percentage. **Spearman p<0.01, *Spearman p<0.1 after multiple testing adjustment with the Benjamini-Hochberg method. (G) Schematic illustrating partial Spearman correlations between microbial gene counts (GC) or hippurate (Hip) with HOMA-IR after adjustment for hippurate or gene counts, respectively. The unadjusted Spearman correlation between hippurate and gene counts is shown at the top of the triangle.
Figure 4Effects of chronic subcutaneous administration of hippurate on glucose tolerance and insulin secretion in C57BL/6J mice. Mice were fed control chow diet (A–D) or high-fat diet (E–H). The effects of chronic subcutaneous administration of hippurate (5.55 mM) for 42 days were tested on glucose tolerance (A–C, E–G) and glucose-stimulated insulin secretion (D, H). Control mice were treated with saline. Area under the curve (AUC) was calculated as the sum of plasma glucose values during the intraperitoneal glucose tolerance test (IPGTT). ΔG is the AUC over the baseline value integrated over the 120 min of the IPGTT. All glycaemia and insulin measures during the IPGTT are from 6 mice/group. Data were analysed using the unpaired Mann-Whitney test. Results are means±SEM. *p<0.05; **p<0.01; ****p<0.0001, significantly different between mice treated with hippurate and saline-treated controls.