Leonidas Spyrou

Dr. Leonidas Spyrou


Research Focus & Metrics

Academic Career Length

16Years (2011-Present)

(Calculated once Scilit publication data is synced: current year − year of first publication + 1)

Representative Publications

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1 April 2019 in Journal of the Mechanical Behavior of Biomedical Materials
Verified
Journal Article
Closed access
Leonidas SpyrouLeonidas Spyrou
Leonidas Spyrou
SBS. Brisard
S. Brisard
KDK. Danas
K. Danas


1 February 2017 in Journal of Theoretical Biology
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Journal Article
Closed access
Leonidas SpyrouLeonidas Spyrou
Leonidas Spyrou
MAM. Agoras
M. Agoras
KDK. Danas
K. Danas

1 November 2021 in Computer Methods and Programs in Biomedicine
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Journal Article
Closed access
AGApostolos Gkountas
Apostolos Gkountas
NPNickolas D. Polychronopoulos
Nickolas D. Polychronopoulos
GSGeorge N. Sofiadis
George N. Sofiadis
Evangelos KarvelasEvangelos Karvelas
Evangelos Karvelas
Leonidas SpyrouLeonidas Spyrou
Leonidas Spyrou
Ioannis SARRISIoannis SARRIS
Ioannis SARRIS

1 May 2014 in Mathematical Biosciences
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Journal Article
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Chrysi LaspidouChrysi Laspidou
Chrysi Laspidou
Leonidas SpyrouLeonidas Spyrou
Leonidas Spyrou
NAN. Aravas
N. Aravas
BRB.E. Rittmann
B.E. Rittmann

1 September 2012 in Computer Methods in Biomechanics and Biomedical Engineering
Verified
Journal Article
Closed access
Leonidas SpyrouLeonidas Spyrou
Leonidas Spyrou
NAN. Aravas
N. Aravas
This paper describes a finite element scheme for realistic muscle-driven simulation of human foot movements. The scheme is used to simulate human ankle plantar flexion. A three-dimensional anatomically detailed finite element model of human foot and lower leg is developed and the idea of generating natural foot movement based entirely on the contraction of the plantar flexor muscles is used. The bones, ligaments, articular cartilage, muscles, tendons, as well as the rest soft tissues of human foot and lower leg are included in the model. A realistic three-dimensional continuum constitutive model that describes the biomechanical behaviour of muscles and tendons is used. Both the active and passive properties of muscle tissue are accounted for. The materials for bones and ligaments are considered as homogeneous, isotropic and linearly elastic, whereas the articular cartilage and the rest soft tissues (mainly fat) are defined as hyperelastic materials. The model is used to estimate muscle tissue deformations as well as stresses and strains that develop in the lower leg muscles during plantar flexion of the ankle. Stresses and strains that develop in Achilles tendon during such a movement are also investigated.