Pennsylvania State University - Mechanical Engineering
Ph.D
Developed mathematical formulations for analysis and design of ultrasound transducers and biosensors.
Mechanical Engineering
West Virginia University
Advanced Calculus
Advanced Mechanics of Materials
Experimental Stress Analysis
Medical Image Analysis
Biomedical Ultrasound
English
Spanish
M.Sc
Developed models to describe the mechanical behavior of articular cartilage.
Mechanical Engineering
Universidad del Valle
B.S
Mechanical Engineering
Universidad del Valle
Composites
Mechanical Testing
Mathematical Modeling
Biomechanics
Matlab
Medical Imaging
Bioengineering
Modeling
Numerical Analysis
Wave Propagation
Mechanical Engineering
Computational Mechanics
Magnetic Resonance Elastography
Solid Mechanics
Fracture Mechanics
Image Processing
Fortran
Finite Element Analysis
Biomedical Engineering
Image Analysis
Nucleus pulposus cells synthesize a functional extracellular matrix and respond to inflammatory cytokine challenge following long term agarose culture
George Dodge
Robert Mauck
Syrena Horava
Nandan Nerurkar
Joseph Chairo
Nucleus pulposus cells synthesize a functional extracellular matrix and respond to inflammatory cytokine challenge following long term agarose culture
This study shows how age affects the elastic properties at different locations in the annulus fibrosus. It was found that age tend to increase the stiffness of the tissue
and the stiffness at the outer-anterior region of the annulus is higher than other locations.
Mechanical Properties of the Extra-Fibrillar Matrix of Human Annulus Fibrosus are Location and Age Dependent
Elizabeth Soulas
Changes in tendon viscoelastic properties are observed after injuries and during healing as a \nproduct of altered composition and structure. Continuous Shear Wave Elastography is a new \ntechnique measuring viscoelastic properties of soft tissues using external shear waves. Tendon \nhas not been studied with this technique
therefore
the aims of this study were to establish the \nrange of shear and viscosity moduli in healthy Achilles tendons
determine bilateral differences \nof these parameters and explore correlations of viscoelasticity to plantar flexion strength and \ntendon area. Continuous Shear Wave Elastography was performed over the free portion of both \nAchilles tendons from 29 subjects. Isometric plantar flexion strength and cross sectional area \nwere measured. The average shear and viscous moduli was 83.2kPa and 141.0Pa-s
respectively. \nNo correlations existed between the shear or viscous modulus and area or strength. This \nindicates that viscoelastic properties can be considered novel
independent biomarkers. The \nshear and viscosity moduli were bilaterally equivalent (p=0.013
0.017) which allows determining \npathologies through side-to-side deviations. The average bilateral coefficient of variation was \n7.2% and 9.4% for shear and viscosity modulus
respectively. The viscoelastic properties of the \nAchilles tendon may provide an unbiased
non-subjective rating system of tendon recovery and \noptimizing treatment strategies.
Viscoelastic properties of healthy Achilles tendon are independent of isometric plantar flexion strength and cross-sectional area
Osama Mukdadi
Elastic Guided Wave Propagation in a Periodic Array of Multi-Layered Piezoelectric Plates with Finite Cross-Sections
Louis Soslowsky
Biaxial Tensile Testing and Constitutive Modeling of Human Supraspinatus Tendon
Osama Mukdadi
Non-Invasive Assessment of Human Jawbone Using Ultrasonic Guided Waves
Jose J. Garcia
Analytic Solution for the Indentation of a Transversely Isotropic Elastic Layer Bonded to a Rigid Foundation
Dawn Elliott
Thomas Buchanan
Viscoelastic mechanical properties are frequently altered after tendon injuries and during recovery. Therefore
non-invasive measurements of shear viscoelastic properties may help evaluate tendon recovery and compare the effectiveness of different therapies. The objectives of this study were to describe an elastography method for measuring localized viscoelastic properties of tendons and to discuss the initial results in healthy and injured human Achilles and semitendinosus tendons. The technique used an external actuator to generate the shear waves in the tendon at different frequencies and plane wave imaging to measure shear wave displacements. For each of the excitation frequencies
maps of direction-specific wave speeds were calculated using local frequency estimation. Maps of viscoelastic properties were obtained using a pixel-wise curve fit of wave speed and frequency. The method was validated by comparing measurements of wave speed in agarose gels with those obtained using magnetic resonance elastography. Measurements in human healthy Achilles tendons revealed a pronounced increase in wave speed as a function of frequency
which highlights the importance of tendon viscoelasticity. Additionally
the viscoelastic properties of the Achilles tendon were larger than those reported for other tissues. Measurements in a tendinopathic Achilles tendon indicated that it is feasible to quantify local viscoelastic properties. Similarly
measurement in the semitendinosus tendon revealed substantial differences in viscoelastic properties between the healthy and contralateral tendons. Consequently
this technique has the potential to evaluate localized changes in tendon viscoelastic properties caused by injury and during recovery in a clinical setting.
Continuous shear wave elastography: A new method to measure viscoelastic properties of tendon in vivo
Edward J. Vresilovic
Validation and application of an intervertebral disc finite element model utilizing independently constructed tissue-level constitutive formulations that are nonlinear
anisotropic
and time-dependent
The orientation of collagen fibers plays an important role on the mechanics of connective tissues. Connective tissues have fibers with different orientation distributions. The angular integration formulation used to model the mechanics of fibers with distributed orientation is accurate
but computationally expensive for numerical methods such as finite elements. This study presents a formulation based on pre-integrated Generalized High-Order Structure Tensors (GHOST) which greatly improves the accuracy of the predicted stress. Simplifications of the GHOST formulation for transversely-isotropic and planar fiber distributions are also presented. Additionally
the GHOST and the angular integration formulations are compared for different loading conditions
fiber orientation functions
strain energy functions and degrees of fiber non-linearity. It was found that the GHOST formulation predicted the stress of the fibers with an error lower than 10% for uniaxial and biaxial tension. Fiber non-linearity increased the error of the GHOST formulation; however
the error was reduced to negligible values by considering higher order structure tensors. The GHOST formulation produced lower errors when used with an elliptical fiber density function and a binomial strain energy function. In conclusion
the GHOST formulation is able to accurately predict the stress of fibers with distributed orientation without requiring numerous integral calculations. Consequently
the GHOST formulation may reduce the computational effort needed to analyze the mechanics of fibrous tissues with distributed orientations.
Accurate Prediction of Stress in Fibers with Distributed Orientations Using Generalized High-Order Structure Tensors
A Non-linear Viscohyperelastic Model for Articular Cartilage
Jose J. Garcia
A Non-linear Viscohyperelastic Model for Articular Cartilage
Louis Soslowsky
Evaluation of Affine Fiber Kinematics in Human Supraspinatus Tendon Using Quantitative Projection Plot Analysis
Osama Mukdadi
Resonance Frequencies of Piezoelectric Plates Surrounded by Solid and Fluid Half-Spaces
Stiffness Reduction and Fracture Evolution of Oblique Matrix Cracks in Composite Laminates
Jose J. Garcia
A Biphasic Viscohyperelastic Fibril Reinforced Model for Articular Cartilage: Formulation and Comparison with Experimental Data
Biaxial Tension of Fibrous Tissue: Using Finite Element Methods to Address Experimental Challenges Arising From Boundary Conditions and Anisotropy
edward vresilovic
nathan jacobs
This study uses finite elements to show how griping techniques affect the accuracy of measurements obtained using biaxial testing.
Biaxial Tension of Fibrous Tissue: Using Finite Element Methods to Address Experimental Challenges Arising From Boundary Conditions and Anisotropy
Extra-fibrillar Matrix Mechanics of Annulus Fibrosus in Tension and Compression
Extra-fibrillar Matrix Mechanics of Annulus Fibrosus in Tension and Compression
A Mechanistic Model for Transverse Damage Initiation
Evolution
and Stiffness Reduction in Laminated Composites
Osama Mukdadi
Dispersion Behavior of Elastic Guided Wave Propagation in Infinite Multilayered Piezoelectric Plates with Inversion Layer
This study shows the application of Magnetic Resonance Elastography (MRE) as a tool for the non-invasive measurement of mechanical properties in the intervertebral disc. MRE showed higher sensitivity to degeneration compared to other imaging techniques.
The Shear Modulus of the Nucleus Pulposus Measured Using MR Elastography: A Potential Biomarker for Intervertebral Disc Degeneration
Daniel
Cortes
University of Pennsylvania
West Virginia University
University of Delaware
Universidad del Valle
Penn State University
Development of clinical techniques for diagnosis and evaluation of injuries and degenerative diseases in orthopaedic tissues.
University of Delaware
University of Delaware
Newark
DE
Diagnosis of intervertebral disc degeneration using mechanical properties as biomarkers
Postdoctoral Fellow
Teaching basic and advanced courses in mechanical engineering
\nConducting research on cartilage mechanics and modeling.
Universidad del Valle
Graduate Research Assistant
Analysis of piezoelectric and elastic structures using guided waves.
West Virginia University
Graduate Research Assistant
Solid mechanics with applications to bioengineering.
Universidad del Valle
Penn State University
Development of clinical techniques for diagnosis and evaluation of injuries and degenerative diseases in orthopaedic tissues.
Assistant Professor
State College
Pennsylvania Area
Modeling of fiber-reinforced tissues
\nMagnetic Resonance Elastography
University of Pennsylvania