A three-dimensional mathematical model of the human masticatory system predicting maximum possible bite forces.
about
Bone-breaking bite force of Basilosaurus isis (Mammalia, Cetacea) from the late Eocene of Egypt estimated by finite element analysisCombined finite element and multibody dynamics analysis of biting in a Uromastyx hardwickii lizard skullBite forces and evolutionary adaptations to feeding ecology in carnivores.The morphology of the masticatory apparatus facilitates muscle force production at wide jaw gapes in tree-gouging common marmosets (Callithrix jacchus).Modeling the biomechanics of swine mastication--an inverse dynamics approach.Morphology and physiology of masticatory muscle motor units.Temporomandibular disorders: the habitual chewing side syndromeDynamics of the human masticatory system.Reliability of electromyographic activity vs. bite-force from human masticatory musclesBiomechanical behavior of the temporomandibular joint disc.Number crunching with the human masticatory system.The Predictability from Skull Morphology of Temporalis and Masseter Muscle Cross-Sectional Areas in Humans.Management of painful temporomandibular joint clicking with different intraoral devices and counseling: a controlled study.Application of the finite element method in dental implant research.Degenerative disorders of the temporomandibular joint: etiology, diagnosis, and treatment.Craniofacial biomechanics: an overview of recent multibody modelling studies.Review of biomechanical experimental studies on different plating techniques of mandibular condyle fractures.Helical axis errors affect computer-generated occlusal contacts.The Effect of Varying Jaw-elevator Muscle Forces on a Finite Element Model of a Human Cranium.Challenges in computational modelling of food breakdown and flavour release.Three-dimensional modeling of an individualized functional masticatory system and bite force analysis with an orthodontic bite plate.Maximal bite force and its association with signs and symptoms of craniomandibular disorders in young Finnish non-patients.Beyond the Map: Enamel Distribution Characterized from 3D Dental Topography.An analytical examination of muscle force estimations using optimization techniques.Modeling the mechanical behavior of the jaws and their related structures by finite element (FE) analysis.Biomechanical analysis of jaw-closing movements.A finite element analysis of stress distribution in the bone, around the implant supporting a mandibular overdenture with ball/o ring and magnetic attachment.Force transfer and stress distribution in an implant-supported overdenture retained with a hader bar attachment: a finite element analysis.An ex vivo comparative study on the retention of custom and prefabricated posts.A comparison of jaw muscle cross-sections of long-face and normal adults.Estimating maximum bite performance in Tyrannosaurus rex using multi-body dynamics.Constraints on masticatory system evolution in anthropoid primates.Muscle and joint forces under variable equilibrium states of the mandible.The morphology of the mouse masticatory musculature.Functional and morphological correlates of mandibular symphyseal form in a living human sample.Influence of mastication and edentulism on mandibular bone density.What doesn't kill you might make you stronger: functional basis for variation in body armour.Contribution of jaw muscle size and craniofacial morphology to human bite force magnitude.Taxonomic and functional aspects of the patterning of enamel thickness distribution in extant large-bodied hominoids.Motor behavior of the jaw muscles during different clenching levels.
P2860
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P2860
A three-dimensional mathematical model of the human masticatory system predicting maximum possible bite forces.
description
1988 nî lūn-bûn
@nan
1988年の論文
@ja
1988年学术文章
@wuu
1988年学术文章
@zh
1988年学术文章
@zh-cn
1988年学术文章
@zh-hans
1988年学术文章
@zh-my
1988年学术文章
@zh-sg
1988年學術文章
@yue
1988年學術文章
@zh-hant
name
A three-dimensional mathematic ...... maximum possible bite forces.
@en
A three-dimensional mathematic ...... maximum possible bite forces.
@nl
type
label
A three-dimensional mathematic ...... maximum possible bite forces.
@en
A three-dimensional mathematic ...... maximum possible bite forces.
@nl
prefLabel
A three-dimensional mathematic ...... maximum possible bite forces.
@en
A three-dimensional mathematic ...... maximum possible bite forces.
@nl
P2093
P1476
A three-dimensional mathematic ...... maximum possible bite forces.
@en
P2093
Koolstra JH
van Eijden TM
P304
P356
10.1016/0021-9290(88)90219-9
P577
1988-01-01T00:00:00Z