| Literature DB >> 31826020 |
Andrea P Eyquem1,2, Susan C Kuzminsky3,4, José Aguilera5, Williams Astudillo5, Viviana Toro-Ibacache1,6.
Abstract
The reduction of masticatory load intensity resulting from dietary changes in human evolution has been proposed as an important factor that alters craniofacial shape in past and current populations. However, its impact on craniofacial variation and on the perceived differences among populations is unclear. The maxillomandibular relationship, which alters masticatory force direction, is a factor often neglected but it can contribute to variation in craniofacial morphology, particularly among modern/urban populations where the prevalence of dental malocclusions is greater than in prehistoric populations. This study investigates the influence of masticatory load intensity and maxillomandibular relationship as a proxy for force direction on the human craniofacial skeleton. By using 3D imaging and geometric morphometrics, we analyzed craniofacial shape variation among 186 individuals from pre-Hispanic and modern Chilean and Argentinean populations that differ in diet consistency (a proxy for masticatory load intensity) and maxillomandibular relationship. We predicted that masticatory load would have a subtle effect on the upper craniofacial bones and that this would be more marked in the maxilla. Our results showed no clear influence of masticatory load on craniofacial shape, particularly in modern/urban populations. Allometry, on the contrary, shows a stronger effect. The degree of integration between the upper craniofacial bones and the load-bearing maxilla depends on masticatory load intensity, decreasing from high to low but showing a conservative pattern of covariation among the groups. The degree of variation in the shape of the maxilla is greater than the upper craniofacial bones. These results suggest that masticatory load has a limited effect in determining differences in craniofacial morphology among populations. This effect is slightly greater for the maxillary region of the face. We propose that the reduction of functional constraints is key to greater shape variation found in modern/urban populations.Entities:
Mesh:
Year: 2019 PMID: 31826020 PMCID: PMC6905515 DOI: 10.1371/journal.pone.0225369
Source DB: PubMed Journal: PLoS One ISSN: 1932-6203 Impact factor: 3.240
Sample description.
| Group | Sample/Origin | Geographic region | N (F/M/?) |
|---|---|---|---|
| HL | Chonos | Southern Chile coast | 0/0/2 |
| Semiarid Coast | Northern Chile | 14/14/0 | |
| Chubut | Patagonia, Argentina | 4/10/0 | |
| Fueguinos | Tierra del Fuego, Argentina | 4/10/3 | |
| IL | Tarapacá 40 | Northern Chile | 6/6/2 |
| Pica 8 | Northern Chile | 11/6/2 | |
| Pampa Grande | Northwestern Argentina | 12/1/0 | |
| Pampa | Patagonia, Argentina | 9/9/0 | |
| ML/CI | Subactual | Central Chile | 5/7/0 |
| Hospital | Central Chile | 11/18/0 | |
| CII | Class II | Central Chile | 10/3/0 |
| CIII | Class III | Central Chile | 2/6/0 |
HL = High Load; IL = Intermediate Load; ML/CI = Mild Load/Class I; CII = Class II; CIII = Class III; F = Female; M = Male; ? = indeterminate sex;. Groups with
* share the same origin (Santiago de Chile). For more details see S1 Table.
Fig 1Geographical location of the sample and map of landmarks used.
a) Geographical origin of the studied samples (map image obtained from http://www.naturalearthdata.com); b) Landmarks used in the study. See description in Table 2.
Definition of the landmarks used.
| n° | Landmark | Definition |
|---|---|---|
| Glabella | Most prominent midline point located above the frontonasal suture. | |
| Nasion | Midline point of the intersection between the frontonasal and internasal sutures | |
| Point A | Most concave point between the anterior nasal spine and Prosthion at the midplane. | |
| Prosthion | Most anterior point on the midline on the alveolar process of the maxilla | |
| Foramen incisivum | Point where the medial palatal suture meets the posterior margin of the foramen incisivum. | |
| Staphylion | Most posterior point on the interpalatal suture. | |
| Supraorbital torus | Most anterior point of supraorbital ridge. | |
| Maxillo-frontale | Point where the anterior lacrimal crest of the maxilla meets the frontomaxillary suture. | |
| Zygoorbitales | Point where the orbital rim intersects the zygomaticomaxillary suture. | |
| Alare | Most lateral part of the nasal aperture in a transverse plane. | |
| Zygo-maxillare | Most inferior point of the zygomatico-maxillary junction. | |
| Frontomalare orbitale | Point where the frontozygomatic suture crosses the inner orbital rim. | |
| Fronto-zygomatic | Most lateral point of the fronto-zygomatic junction. | |
| Fronto-temporal angle | Point at the intersection between frontal and temporal processes of the zygomatic bone. | |
| Zygo-temporal inferior | Most inferior point of the zygomatic-maxillary junction. | |
| Zygomatic arch medial | Most lateral point of the zygomatic arch. | |
| Articular tubercle | Lowest point of the articular tubercle | |
| Zygomatic root posterior | Most posterior-superior point of the intersection between the zygomatic root and the squama of the temporal bone. | |
| Zygomatic root anterior | Most anterior point of the intersection between the zygomatic root and the squama of the temporal bone. | |
| First molar | Most buccal and mesial point of the junction of the M1 and the alveolar process. If M1 is absent, the landmark is in the lowest most buccal point of the interalveolar septum between the second premolar and the next molar. | |
| Superior pterygoid origin | Most superior point of the origin of the medial pterygoid muscle. | |
| Inferior pterygoid origin | Most inferior point of origin of the medial pterygoid muscle. |
† Landmarks used in the analysis of the inferior aspect of the maxilla.
Fig 2Principal component analysis and allometry assessment.
a) PCA of the shape variables of the craniofacial skeleton showing the first and second components (PC1 and PC2). Values in parentheses correspond to the proportion of variance explained; b) PCA of the inferior aspect of the maxillary showing the first and second components (PC1 and PC2). Values in parentheses correspond to the proportion of total variance explained; and c) Regression of craniofacial shape variables on centroid size.
Procrustes distances of the CVAs and PERMANOVA.
| Masticatory Load Intensity | Maxillomandibular relationship | ||||||||
|---|---|---|---|---|---|---|---|---|---|
| HL | IL | ML/CI | ML/CI | CII | CIII | ||||
| HL | ML/CI | ||||||||
| IL | 0.0239 | CII | 0.0269 | 0.3196 | |||||
| ML/CI | 0.0438 | 0.0359 | CIII | 0.0332 | 0.0303 | ||||
| HL | ML/CI | ||||||||
| IL | 0.0303 | CII | 0.0443 | ||||||
| ML/CI | 0.0415 | 0.0501 | CIII | 0.0501 | 0.058 | ||||
| HL | ML/CI | 0.1182 | 0.0654 | ||||||
| IL | CII | 1 | |||||||
| ML/CI | CIII | 0.3638 | |||||||
| HL | ML/CI | ||||||||
| IL | CII | 0.0017 | 0.1131 | ||||||
| ML/CI | CIII | 0.0046 | 0.0377 | ||||||
Procrustes CVA: The Procrustes distances (lower diagonal), and their associated p-value (upper diagonal). Significant values are showed in bold and those non-significant after Bonferroni correction are marked with an
*; PERMANOVA: Matrix of pairwise differences of PERMANOVAs (based on PC scores) in the lower diagonal, their associated p-value and in the upper diagonal, and p-value after the Bonferroni correction. HL = High Load; IL = Intermediate Load; ML/CI = Mild Load/Class I; CII = Class II; CIII = Class III.
Fig 3Canonical variance variate analysis of the craniofacial and maxilla, with their hyphotetical shapes of their extremes.
a) Craniofacial CVA of masticatory load intensity; b) Craniofacial CVA of maxillomandibular relationship; c) Maxillary CVA of load intensity; and d) Maxillary CVA of maxillomandibular relationship. The warpings for all the analysis have been magnified 3 times.
Degree of morphological integration between the upper face and the maxilla within and between groups.
| Degree of morphological integration (pairwise) | Degree of morphological integration (within groups) | |||||||
|---|---|---|---|---|---|---|---|---|
The matrix of pairwise differences shows PLS effect size (lower diagonal), and their associated p-value (upper diagonal). For within-group integration rPLS and their respective p-values and z-scores are shown. Statistically significant values are shown in bold and those non-significant values after Bonferroni correction are marked with an asterisk; HL = High Load; IL = Intermediate Load; ML/CI = Mild Load/Class I; CII = Class II; CIII = Class III.
Fig 4Visualization of the covariation patterns of the statistically significant within-configuration partial least square analysis.
Magnified 3 times.