| Literature DB >> 31548568 |
Marlen Kücklich1,2, Brigitte M Weiß3,4, Claudia Birkemeyer5, Almuth Einspanier6, Anja Widdig3,4,7.
Abstract
An increasing number of studies suggest that olfaction is important for communication throughout the order of primates. Callitrichids, in particular, have well-developed olfactory systems and use anogenital glands to produce scent marks. Behavioural studies have shown that male common marmosets (Callithrix jacchus) distinguish between odours from the peri-ovulatory and luteal phase of females. However, large gaps remain in understanding the chemical underpinnings of olfactory cues. To investigate whether chemical cues vary with female fertility and reproductive quality, our study combined behavioural bioassays with chemical analyses of the anogenital odours of female common marmosets using gas chromatography-mass spectrometry. We found that cycle states, age and parity have an impact on chemical profiles and further identified affected chemical substances. Our results confirm and expand on previous behavioural evidence for cues of fertility. Our results indicate that cycle-related substances likely act as chemical cues. Males could use such olfactory fertility cues to optimize their mating effort and thereby increase their paternity certainty. This certainty could enhance paternal care for their infants. The results of our study open a promising avenue to find the metabolic pathways from which chemical cues of fertility arise and to unravel their importance during primate evolution in future comparative studies.Entities:
Mesh:
Year: 2019 PMID: 31548568 PMCID: PMC6757047 DOI: 10.1038/s41598-019-50063-w
Source DB: PubMed Journal: Sci Rep ISSN: 2045-2322 Impact factor: 4.379
Model parameters included in both linear mixed models.
| Model parameters | Variables |
|---|---|
| Fixed effects | cycle state, age, parity, genital side, ultrasound examination, assistant1, assistant2, assistant3, assistant4 |
| Random effects | sample (matrix rows), substance (matrix columns), ID, room, sampling batch |
| Random slope within substance | age |
| Random interactions within substance | cycle state, parity, genital side, ultrasound examination, assistant1, assistant2, assistant3, assistant4 |
| Random interactions within ID | cycle state, ultrasound examination, assistant1, assistant2, assistant3, assistant4 |
| Random interactions within housing room | cycle state, ultrasound examination |
| Random interactions within sampling batch | cycle state, ultrasound examination |
Figure 1Duration of investigating simultaneously presented swab samples from female common marmosets from two different menstrual cycle states (a: peri-ovulatory vs. follicular and b: peri-ovulatory vs. luteal cycle state). Dotted lines connect data points from the same males that are also indicated by the same point characters.
Results of likelihood ratio tests for all (full-null) and individual predictors including the number of most affected substances (N).
| Normalised model | Log-transformed model | |||||||
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| Full-null model | 195.05 | 11 | <0.001 | 413.70 | 11 | <0.001 | ||
| Cycle | 4.23 | 1 | 0.040 | 6 | 0 | 1 | >0.999 | – |
| Age | 130.79 | 1 | <0.001 | 11 | 52.19 | 1 | <0.001 | 8 |
| Parity | 24.54 | 1 | <0.001 | 7 | 232.22 | 1 | <0.001 | 10 |
Most affected substances of both models with tentative identification (similarity: a>900, b>800, c>700; dconfirmed with standard) and corresponding CAS-number, substance class (SC: alcohol, aldehyde, alkane, aromatic hydrocarbon, carboxylic acid, ester, heterocyclic compound, ketone, pyrazine, steroid, terpene), retention time (RT), indication of the origin (potentially endogenous, potentially metabolised, unknown as described in the methods section) and corresponding references.
| Substance | CAS-Nr. |
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| Normalised | Log trans | Origin | |||
|---|---|---|---|---|---|---|---|---|---|
| Cycle | Age | Parity | Age | Parity | |||||
| Ethanold | 64-17-5 | alco | 2.4 | 2↓ | pot met[ | ||||
| 2-Pentanoned | 107-87-9 | keto | 3.8 | 6↓ | pot met[ | ||||
| 3-Methyl-butanoic acida | 503-74-2 | acid | 6.8 | 9↓ | 5↓ | pot met[ | |||
| 1,2-Dimethyl-benzenea | 95-47-6 | aro | 7.8 | 10↓ | 6↓ | 3↓ | pot met[ | ||
| Heptanald | 111-71-7 | alde | 7.9 | 11↓ | pot met[ | ||||
| 3-Methyl-cyclopentyl acetatea | 24070-70-0 | est | 7.9 | 3↓ | unkn | ||||
| 2,5-Dimethyl-pyrazinea | 123-32-0 | pyr | 8.1 | 1↓ | 1↓ | 4↓ | pot met[ | ||
| Benzaldehyded | 100-52-7 | alde | 9.2 | 4↓ | 6↓ | pot met[ | |||
| 6-Methyl-5-hepten-2-onea | 110-93-0 | keto | 9.9 | 5↓ | pot met[ | ||||
| Phenylmethanola | 100-51-6 | aro | 11.2 | 5 O | 3↓ | pot met[ | |||
| D-Limonenea | 5989-27-5 | terp | 12.0 | 2↓ | pot met[ | ||||
| 1-Octanold | 111-87-5 | alco | 12.3 | 3↓ | 8↓ | pot end[ | |||
| Unknown aromatic hydrocarbon | aro | 12.8 | 2↑ | pot met[ | |||||
| Unknown aromatic hydrocarbon | aro | 14.6 | 2 L | pot met[ | |||||
| Methenaminea | 100-97-0 | het | 15.8 | 1↓ | pot met[ | ||||
| Unknown | unk | 16.3 | 4 O | unkn | |||||
| Acetic acid linalool estera | 115-95-7 | est | 17.0 | 4↑ | pot end[ | ||||
| 1-Ethylidene-1H-indenea | 2471-83-2 | aro | 17.2 | 7↑ | pot met[ | ||||
| Unknown alkane | alka | 23.0 | 7↑ | pot met[ | |||||
| 2,6-Diisopropyl-naphthalenea | 24157-81-1 | aro | 25.9 | 9↑ | pot met[ | ||||
| Pyrrolidino[1,2-a]piperazine-3,6-dionea | 19179-12-5 | het | 26.4 | 6 L | pot met[ | ||||
| 1,2-Diphenyl-1-isocyanoethaneb | 3128-88-9 | aro | 26.5 | 6↑ | unkn | ||||
| 3-Methylbutyl benzoic acid esterb | 94-46-2 | est | 27.8 | 4↓ | 7↓ | pot met[ | |||
| Benzoic acid, hexyl esterc | 6789-88-4 | est | 28.3 | 7↓ | 8↑ | pot met[ | |||
| Diisobutyl phthalic acid estera | 84-69-5 | aro | 28.9 | 1↓ | 2↓ | pot met[ | |||
| 2-Hydroxy-2-phenyl-ethyl benzoateb | 10335-95-2 | est | 31.7 | 3 L | unkn | ||||
| 3-Phenyl-1-butanola | 2722-36-3 | alco | 31.9 | 1 L | pot met[ | ||||
| 5-Isopropyl-2-methyl-phenyl benzoateb | 100752-52-1 | est | 33.2 | 10↑ | unkn | ||||
| Unknown steroid | ster | 43.1 | 8↓ | pot end[ | |||||
| (3β)-Cholesta-4,6-dien-3-ola | 14214-69-8 | ster | 43.2 | 5↓ | pot end[ | ||||
| Cholesta-3,5-dien-7-oneb | 567-72-6 | ster | 46.6 | 5↓ | pot end[ | ||||
For normalised and log-transformed models separately, substances are ranked by the strength of the effects in numbers within predictors (1 = most affected substance). Arrows and letters indicate the direction of the effect (↑ = increasing intensities with increasing age/parity, ↓ = decreasing intensities with increasing age/parity, L = intensities highest in luteal phase, O = intensities highest in peri-ovulatory phase).
Reference information: human skin[59]; human feces[69]; human feces, urine, breath, skin, milk, blood or saliva[70]; urine of Peromyscus maniculatus, ventral gland and sacculi of Phodophus sungorus or gland secretion of Castor fiber[71]; review of mammalian studies and report of rules to figure out substance origin[72]; sternal gland secretion of Mandrillus sphinx[73]; circumgenital scent secretion of Callithrix jacchus[74]; human skin emanation[75]; human faeces[76]; preorbital secretion of Raphicerus campestris[77]; ‘human metabolome database’: cytoplasm, extracellular space or cell membranes[78]; human axillary sweat[79]; human breath[80]; description of microbial biosynthesis of alkanes[81]; sweet cherry, papaya, quince, cherimoya vinegar, beer, cocoa[82]; urine in Tupaia belangeri[83]; human skin emanation[84], *exact substance could not be found, but very similar structure.
Figure 2Influence of menstrual cycle state (a: 3-phenyl-1-butanol), age (b: 2,5-dimethyl-pyrazine) and parity (c: diisobutyl phthalic acid ester) on normalised intensities of the most affected substances. Boxplots show medians as well as first and third quartiles and the dashed line in scatterplot shows random slope estimates derived from a model with the fixed effects centred to a mean of zero.
Figure 3Influence of age (a: 2,5-dimethyl-pyrazine – same as for normalised model) and parity (b: methenamine) on log-transformed intensities of the most affected substances. Boxplot shows medians as well as first and third quartiles and the dashed line in scatterplot shows random slope estimates derived from a model with the fixed effects centred to a mean of zero.