MUSCLE MODELING IN THE FINITE ELEMENT SOLVER PAK
This paper presents the integration of muscle fatigue modeling into the finite element solver PAK, based on an extended version of Hill’s phenomenological model. While traditional muscle models focus primarily on force generation, this study incorporates fatigue dynamics to provide a more realistic representation of muscle performance over ti...
By Boban Stojanović, Miloš Kojić, Srboljub Mijailovich
FINITE ELEMENT MODELING OF FLUID-STRUCTURE INTERACTION - APPLIED TO COCHLEAR MECHANICS
This paper describes software developed based on numerical implementation of algorithms for coupled acoustic – structure interaction. This class of problems implies coupling of the fluid domain, with sound wave propagation, and the domain of solid, which vibrates under the pressure caused by sound waves from the fluid domain. The physical beh...
By Velibor Isailović, Nenad Filipović, Milica Nikolić, Miloš Kojić
HEART MODEL FOR ELECTROPHYSIOLOGY, MECHANICS AND BLOOD FLOW
Cardiovascular diseases are among the leading causes of mortality worldwide, necessitating advanced computational modeling to study their underlying mechanisms and explore potential treatments. In this paper, we present a multiphysics computational model that integrates cardiac mechanics, electrophysiology, and mass transport, implemented within th...
By Miljan Milošević, Bogdan Milićević, Vladimir Simić, Nenad Filipović, Miloš Kojić
A COMPUTATIONAL MODEL DEVELOPED TO DEMONSTRATE THAT DURING THE SPIDER SILK SPINNING INTERNAL DIFFUSION GOVERNS WATER REMOVAL – A PROCESS CENTRAL TO THE GENERATION OF SPIDER SILK’S EXCEPTIONAL MECHANICAL PROPERTIES
Solvent removal by diffusion from a polymer solution occurs in various technological processes, such dry spinning of synthetic silk-like fibers. There, it is important to determine the diffusion coefficient which is dependent on the solvent concentration, assuming the validity of Fick’s law. In order to prove the internal diffusion within the...
By Aleksandar Kojić, Miloš Kojić, Nikola Kojić
IMPLICIT STRESS INTEGRATION AND GOVERNING PARAMETER METHOD (GPM) AS A GENERAL CONCEPT FOR INELASTIC MATERIAL MODELS IN THE CODE PAK
In this paper, we give a short overview of the basic concept of stress integration for inelastic material models. This methodology was introduced by the author, initially for thermo-elasticplastic and creep deformation of metals, termed as ‘effective-stress-function’ (ESF), and then generalized to the ‘governing parameter method&r...
By Miloš Kojić
SELECTED EXAMPLES OF THE APPLICATION OF PAK SOFTWARE FOR MODELING THE BEHAVIOUR OF COMPLEX ENGINEERING STRUCTURES
The paper presents various examples of the application of the PAK software and its modules for thermal, filtration, and stress–strain analysis of different complex engineering structures such as gravity dams, arch dams, embankment dams, tunnels, and mines. Examples of research, studies, and projects in which PAK has been applied to assess the...
By Dejan Divac, Slobodan Radovanović, Maja Pavić, Nikola Milivojević, Vladimir Milivojević, Miroslav Živković, Dragan Rakić, Snežana Vulović
TURBULENT FLUID FLOW MODEL WITH APPLICATION IN BIOMEDICINE
Two-equation turbulent models are widely used in finite element analysis of fluid flow. The PAK program package was upgraded from the classical laminar flow to the turbulent k-omega model. The turbulence model was validated using the case of fluid flow in a backward-facing step channel. The analysis results show good agreement with experimental dat...
By Aleksandar Nikolić, Miroslav Živković, Nenad Filipović, Marko Topalović
ENHANCEMENT OF THERMAL AND ENTROPY PERFORMANCE OF CPU HEATSINK USING HYBRID NANOFLUID UNDER NATURAL MAGNETOHYDRODYNAMIC CONVECTION
The need for effective CPU cooling has become increasingly important with the growing demand for computing performance. In this paper, we numerically investigate the problem of active CPU cooling using hybrid nanofluids. The studied heatsink consists of a parallelepiped-shaped block filled with a hybrid nanofluid, crossed by four tubes through whic...
By Melouka Benyamina, Abderrahim Mokhefi
LIE DERIVATIVE DISCRETIZATION SCHEME FOR SOLVING VARIABLE MASS SYSTEMS
Lie derivative plays a key role in mathematics and physics. In particular, the Lie derivative discretization scheme has been implemented for a relatively large time step in order to quickly solve the numerical solution of the system. In this paper, an algorithm of the Lie derivative discretization scheme is applied to variable mass systems. Four di...
By Xinyue Jia, Chang Liu, Wenan Jiang
INVERSE IDENTIFICATION METHOD OF PLASTICITY PARAMETERS OF ANISOTROPIC MATERIAL
Nowadays, the finite element method has been widely applied in product calculation and design. One of the critical parameters in finite element modeling are the parameters in the material behavior model. In this study, an inverse procedure determines the values of parameters in the behavior model of anisotropic materials. First, optimization algori...
By Dao Lien Tien, Viet Dung Luong