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Kyungsoo Park

Yonsei University · Engineering

About the Lab

Professor Kyungsoo Park's research lab specializes in computational mechanics and numerical methods for advanced materials and structural systems, with a strong focus on fracture mechanics, cohesive zone modeling, and the development of innovative finite element techniques. The lab investigates the mechanical behavior of concrete—particularly recycled aggregate concrete—through experimental and computational approaches, integrating multi-scale imaging and simulation. Key research directions include adaptive mesh refinement, extended finite element methods (XFEM), virtual element methods (VEM), and the modeling of dynamic cohesive fracture in quasi-brittle materials.

cohesive zone modelingextended finite element methodconcrete fracturevirtual element methodadaptive mesh refinement

Research Overview

Papers
183
Total Citations
3,936
Papers (5y)
38
Primary Field
Engineering

Research Output Trend

Figures are computed from collected data and may differ slightly.

Publications per year (5y)
38total
2022
2023
2024
2025
2026
Citations per year (5y)
311total
20222023202420252026

Selected Papers

15
1
Review|749 citations·2011
Cohesive Zone Models: A Critical Review of Traction-Separation Relationships Across Fracture Surfaces
Kyoungsoo Park, Gláucio H. Paulino
SJR Q1Applied Mechanics Reviews

One of the fundamental aspects in cohesive zone modeling is the definition of the traction-separation relationship across fracture surfaces, which approximates the nonlinear fracture process. Cohesive traction-separation relationships may be classified as either nonpotential-based models or potential-based models. Potential-based models are of special interest in the present review article. Several potential-based models display limitations, especially for mixed-mode problems, because of the bou

Civil and Structural EngineeringEngineering
2
Article|467 citations·2008
A unified potential-based cohesive model of mixed-mode fracture
Kyoungsoo Park, Gláucio H. Paulino, Jeffery R. Roesler
SJR Q1Journal of the Mechanics and Physics of Solids
Mechanics of MaterialsEngineering
3
Article|227 citations·2012
Computational implementation of the PPR potential-based cohesive model in ABAQUS: Educational perspective
Kyoungsoo Park, Gláucio H. Paulino
SJR Q1Engineering Fracture Mechanics
Building and ConstructionEngineering
4
Article|170 citations·2010
Cohesive fracture model for functionally graded fiber reinforced concrete
Kyoungsoo Park, Gláucio H. Paulino, Jeffery Roesler
SJR Q1Cement and Concrete Research
Building and ConstructionEngineering
5
Article|97 citations·2008
Determination of the kink point in the bilinear softening model for concrete
Kyoungsoo Park, Gláucio H. Paulino, Jeffery R. Roesler
SJR Q1Engineering Fracture Mechanics
Mechanics of MaterialsEngineering
6
Article|96 citations·2008
Integration of singular enrichment functions in the generalized/extended finite element method for three‐dimensional problems
Kyoungsoo Park, J. P. Pereira, C. Armando Duarte, Gláucio H. Paulino
SJR Q1International Journal for Numerical Methods in Engineering

Abstract A mapping method is developed to integrate weak singularities, which result from enrichment functions in the generalized/extended finite element method. The integration scheme is applicable to 2D and 3D problems including arbitrarily shaped triangles and tetrahedra. Implementation of the proposed scheme in existing codes is straightforward. Numerical examples for 2D and 3D problems demonstrate the accuracy and convergence properties of the technique. Copyright © 2008 John Wiley & So

Mechanics of MaterialsEngineering
7
Article|93 citations·2012
Adaptive mesh refinement and coarsening for cohesive zone modeling of dynamic fracture
Kyoungsoo Park, Gláucio H. Paulino, Waldemar Celes, Rodrigo Espinha
SJR Q1International Journal for Numerical Methods in Engineering

SUMMARY Adaptive mesh refinement and coarsening schemes are proposed for efficient computational simulation of dynamic cohesive fracture. The adaptive mesh refinement consists of a sequence of edge‐split operators, whereas the adaptive mesh coarsening is based on a sequence of vertex‐removal (or edge‐collapse) operators. Nodal perturbation and edge‐swap operators are also employed around the crack tip region to improve crack geometry representation, and cohesive surface elements are adaptively i

Mechanics of MaterialsEngineering
8
Article|92 citations·2016
Assessment of speckle-pattern quality in digital image correlation based on gray intensity and speckle morphology
Jihyuk Park, Sung-Sik Yoon, Tae‐Hyun Kwon, Kyoungsoo Park
SJR Q1Optics and Lasers in Engineering
Computer Vision and Pattern RecognitionComputer Science
9
Article|89 citations·2016
Assessment of cohesive traction-separation relationships in ABAQUS: A comparative study
Kyoungsoo Park, Habeun Choi, Gláucio H. Paulino
SJR Q2Mechanics Research Communications
Mechanics of MaterialsEngineering
10
Article|70 citations·2019
On nonconvex meshes for elastodynamics using virtual element methods with explicit time integration
Kyoungsoo Park, Heng Chi, Gláucio H. Paulino
SJR Q1Computer Methods in Applied Mechanics and Engineering
Computational MechanicsEngineering
11
Article|49 citations·2002
Structural Studies of Porcine Myeloid Antibacterial Peptide PMAP-23 and Its Analogues in DPC Micelles by NMR Spectroscopy
Kyoungsoo Park, Donghoon Oh, Song Yub Shin, Kyung‐Soo Hahm, Yangmee Kim
SJR Q2Biochemical and Biophysical Research Communications
MicrobiologyImmunology and Microbiology
12
Article|49 citations·2015
Convergence of fracture process zone size in cohesive zone modeling
Kyungsu Ha, Hyunil Baek, Kyoungsoo Park
SJR Q1Applied Mathematical Modelling
Mechanics of MaterialsEngineering
13
Article|45 citations·2019
Numerical recipes for elastodynamic virtual element methods with explicit time integration
Kyoungsoo Park, Heng Chi, Gláucio H. Paulino
SJR Q1International Journal for Numerical Methods in Engineering

Summary We present a general framework to solve elastodynamic problems by means of the virtual element method (VEM) with explicit time integration. In particular, the VEM is extended to analyze nearly incompressible solids using the B‐bar method. We show that, to establish a B‐bar formulation in the VEM setting, one simply needs to modify the stability term to stabilize only the deviatoric part of the stiffness matrix, which requires no additional computational effort. Convergence of the numeric

Computational MechanicsEngineering
14
Article|41 citations·2019
Mechanical Behavior of Recycled Fine Aggregate Concrete with High Slump Property in Normal- and High-Strength
Minkwan Ju, Kyoungsoo Park, Won-Jun Park
SJR Q1International Journal of Concrete Structures and MaterialsOA

Abstract This study investigated the mechanical behavior of normal strength (NS) and high strength (HS) concrete containing recycled fine aggregates (RFAs). A high slump mixing design was employed, which may be potentially used as filled structural concrete. The compressive strength, tensile strength, and elastic modulus were measured according to the RFA replacement ratio and curing time. In addition, the shrinkage strain was measured in a temperature and humidity chamber over 260 days. The com

Building and ConstructionEngineering
15
Article|36 citations·2021
Reconstruction of concrete microstructure using complementarity of X-ray and neutron tomography
Hyeung-Tae Kim, D. F. Tiana Razakamandimby R., Veronika Szilágyi, Zoltán Kis, László Szentmiklósi, Michał A. Glinicki, Kyoungsoo Park
SJR Q1Cement and Concrete ResearchOA

The concrete microstructure was successfully reconstructed using the complementarity of X-ray and neutron computed tomography (CT). Neither tomogram alone was found to be suitable to properly describe the microstructure of concrete under this study. However, by merging the information revealed by the two modalities, and using image segmentation, noise reduction, and image registration techniques we reconstruct the concrete microstructure. Void, aggregate, and cement paste phases are successfully

Civil and Structural EngineeringEngineering

Research Areas

Mechanics of MaterialsCivil and Structural EngineeringBuilding and ConstructionElectrical and Electronic EngineeringComputational MechanicsMaterials Chemistry

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