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result(s) for
"ALE (numerical method)"
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Fluid-structure Interaction Study on Drag Characteristics of Flexible Ribbon
2023
The flexible ribbon can be used as a projectile stabilizing device to provide a stable moment for the projectile, and the research on its drag characteristics is of great significance. This paper uses the arbitrary Lagrange-Euler (ALE) method to simulate the fluid-structure interaction process of the ribbon swinging in the airflow. The numerical method is validated by comparing it with wind tunnel experimental results from previous literature. This study utilized numerical simulation to investigate the impact of inflow velocity, ribbon material properties, and ribbon shape on drag characteristics. The research concluded that for a single ribbon, the drag value increases as the incoming flow velocity, ribbon material density, elastic modulus, and length-width ratio increase. In addition, the drag value of the annular ribbon is greater than that of the double ribbon. The drag values of the double ribbon and the annular ribbon are averaged to one side, the unilateral drag of the annular ribbon is greater than that of the single ribbon, and the unilateral drag of the double ribbon is smaller than that of the single ribbon. The conclusions can provide a reference for studying flexible ribbon stabilized projectiles.
Journal Article
Assessment of Extreme Wave Impact on Coastal Decks with Different Geometries via the Arbitrary Lagrangian-Eulerian Method
2021
Given the documented wave-induced damage of elevated coastal decks during extreme natural hazards (e.g., hurricanes) in the last two decades, it is of utmost significance to decipher the wave-structure-interaction of complex deck geometries and quantify the associated loads. Therefore, this study focuses on the assessment of solitary wave impact on open-girder decks that allow the air to escape from the sides. To this end, an arbitrary Lagrangian-Eulerian (ALE) numerical method with a multi-phase compressible formulation is used for the development of three-dimensional hydrodynamic models, which are validated against a large-scale experimental dataset of a coastal deck. Using the validated model as a baseline, a parametric investigation of different deck geometries with a varying number of girders Ng and three different widths, was conducted. The results reveal that the Ng of a superstructure has a complex role and that for small wave heights the horizontal and uplift forces increase with the Ng, while for large waves the opposite happens. If the Ng is small the wave particles accelerate after the initial impact on the offshore girder leading to a more violent slamming on the onshore part of the deck and larger pressures and forces, however, if Ng is large then unsynchronized eddies are formed in each chamber, which dissipate energy and apply out-of-phase pressures that result in multiple but weaker impacts on the deck. The decomposition of the total loads into slamming and quasi-static components, reveals surprisingly consistent trends for all the simulated waves, which facilitates the development of predictive load equations. These new equations, which are a function of Ng and are limited by the ratio of the wavelength to the deck width, provide more accurate predictions than existing empirical methods, and are expected to be useful to both engineers and researchers working towards the development of resilient coastal infrastructure.
Journal Article
An arbitrary Lagrangian–Eulerian method for fluid–structure interactions due to underwater explosions
by
Soto, Orlando Antonio
,
Li, Lingquan
,
Baum, Joseph David
in
ALE (numerical method)
,
Algorithms
,
Blast loads
2023
Purpose
This study aims to evaluate blast loads on and the response of submerged structures.
Design/methodology/approach
An arbitrary Lagrangian–Eulerian method is developed to model fluid–structure interaction (FSI) problems of close-in underwater explosions (UNDEX). The “fluid” part provides the loads for the structure considers air, water and high explosive materials. The spatial discretization for the fluid domain is performed with a second-order vertex-based finite volume scheme with a tangent of hyperbola interface capturing technique. The temporal discretization is based on explicit Runge–Kutta methods. The structure is described by a large-deformation Lagrangian formulation and discretized via finite elements. First, one-dimensional test cases are given to show that the numerical method is free of mesh movement effects. Thereafter, three-dimensional FSI problems of close-in UNDEX are studied. Finally, the computation of UNDEX near a ship compartment is performed.
Findings
The difference in the flow mechanisms between rigid targets and deforming targets is quantified and evaluated.
Research limitations/implications
Cavitation is modeled only approximately and may require further refinement/modeling.
Practical implications
The results demonstrate that the proposed numerical method is accurate, robust and versatile for practical use.
Social implications
Better design of naval infrastructure [such as bridges, ports, etc.].
Originality/value
To the best of the authors’ knowledge, this study has been conducted for the first time.
Journal Article
Fluid–structure interaction with the spectral method: application to a cylindrical tube subjected to transverse flow
by
Mansouri, Mohamed
,
Mesmoudi, Said
,
Drissi, Mohamed
in
ALE (numerical method)
,
Asymptotic methods
,
Boundary conditions
2023
In this work, we present a study of fluid–structure interaction using a numerical tool based on the spectral method (SM) coupled with the asymptotic numerical method (ANM). The studied structure is a non-deformed cylindrical tube of boundaries
Γ
c
. This tube can move along the
x
-axis. It is maintained along the
y
-axis by a linearly elastic spring. The fluid occupies a volume
Ω
f
of boundary
Γ
f
. A velocity
u
imp
is imposed on this boundary. The difficulty with this example is that the cylinder is in motion and is constantly changing the
Ω
f
fluid domain. To overcome this difficulty, we use an arbitrary Lagrange–Euler formulation in which the displacement velocity of mesh is equal to that of the cylinder on
Γ
c
and zero on
Γ
f
.
Journal Article
Interaction behaviour of a low velocity hydrophobic micro-particle with a high-temperature melt pool based on coupling the ALE and phase field methods
by
Wang, Shaofan
,
Xie, Yanwei
,
Bian, Qingfei
in
ALE (numerical method)
,
ALE method
,
Contact angle
2023
A numerical model incorporating the phase field method, the arbitrary Lagrangian-Eulerian (ALE) method, the effective heat capacity model and the Navier-Stokes equations is established to solve the complex force-mass-heat coupling transport during the process of a particle impacting a high-temperature melt pool. Then, a study of the particle-melt pool interaction mechanism is carried out, the dominant factors that influence the particle capture behaviour explored, and the effects of contact angle and particle velocity on particle melting further analysed. Results show that a decaying particle oscillation phenomenon and a periodical surface meniscus structure appear during the process of a particle impacting a melt pool. As for particle melting, it is far delayed behind particle oscillation and mainly takes place at the static heat transfer stage; its heat accumulation is dominated by the particle's mushy degree, and becomes gentle after the particle becomes totally mushy. However, the particle's melting speed is determined by surface heating; the dominant melting factor converts to laser irradiation with increasing laser energy density; it changes to melt pool heating as the particle velocity increases and the contact angle decreases. Furthermore, when the contact angle decreases, the optimized initial velocity region broadens, and the best initial velocity gradually reduces. Highlights of the article are as follows: a single particle impacting a high-temperature melt pool model incorporating the coupling of the phase field and ALE methods is developed. Further, a dominant particle melting comparison map under various laser parameters is made. Dominant particle melting converts to melt pool heating as the initial velocity increases and the equilibrium contact angle decreases. The optimization of the initial particle velocity region broadens and the best initial velocity reduces to zero as the equilibrium contact angle decreases.
Journal Article
Numerical Study on Asteroid Deflection by Penetrating Explosion Based on Single-Material ALE Method and FE-SPH Adaptive Method
2023
An asteroid impact can potentially destroy life on this planet. Therefore, asteroids should be prevented from impacting the Earth to impede severe disasters. Nuclear explosions are currently the only option to prevent an incoming asteroid impact when the asteroid is large or the warning time is short. However, asteroids exist in an absolute vacuum, where the explosion energy propagation mechanism differs from that in an air environment. It is difficult to describe this process using standard numerical simulation methods. In this study, we used the single-material arbitrary Lagrangian–Eulerian (ALE) method and the finite element-smoothed particle hydrodynamics (FE-SPH) adaptive method to simulate the process of deflecting hazardous asteroids using penetrating explosions. The single-material ALE method can demonstrate the expansion process of explosion products and energy coupling in absolute vacuum. The FE-SPH adaptive method can transform failed elements into SPH particles during the simulation, avoiding system mass loss, energy loss, and element distortion. We analyzed the shock initiation and explosion damage process and obtained an effective simulation of the damage evolution, stress propagation, and fragment distribution of the asteroid. In addition, we decoupled the penetrating explosion into two processes: kinetic impact and static explosion at the impact crater. The corresponding asteroid damage modes, velocity changes, and fragmentation degrees were simulated and compared. Finally, the high efficiency of the nuclear explosion was confirmed by comparing the contribution rates of the kinetic impact and nuclear explosion in the penetrating explosion scheme.
Journal Article
Experimental and Numerical Investigations of Mixing Performance of Mixing Agitators of Deep Cement Mixing Ships
2024
Recent decades have witnessed the increasing usage of deep cement mixing (DCM) mixers in the field of marine infrastructure construction. The mixing performance, including the torque history, can be helpful for structural safety evaluation, design, and the optimization of agitators, which is of engineering significance. However, to the best of the authors’ knowledge, there are no related publications that have reported the mixing behaviors of deep cement mixing agitators. In light of this, the present work conducts experimental and numerical investigations of the mixing behaviors of a DCM ship mixing agitator. To achieve this end, a model test device is established, and mixing experiments using two- and three-blade mixers are respectively conducted. Silt and clay soils are considered in the experiments with a three-blade mixer, while clay soils are used for those with a two-blade mixer. In addition, this work designs a torque transducer placed inside the rotating rod to accurately measure the torque history of the agitator during model test experiments. The experimental results show that, when mixing clay using agitators with different blades, the average torque value required for a two-blade agitator is slightly larger than that for a three-blade one. This study also presents a computational framework based on the arbitrary Lagrangian–Eulerian (ALE) method for an efficient and accurate modeling of the soil-mixing behaviors of the agitator. The numerical results are found to be in good agreement with the experimental data from model tests in terms of torque history, which demonstrates the effectiveness and capacity of our presented computational framework. The numerical results show that the average torque value is smaller at a higher rotational speed during the mixing of clay using a two-bladed agitator, but the effect of rotational speed on the torque history is small. The experimental and numerical methods introduced in the present work can act as a useful tool for investigations of mixing behaviors of DCM agitators.
Journal Article
Numerical Simulation of Free Surface Deformation and Melt Stirring in Induction Melting Using ALE and Level Set Methods
by
Garcia-Michelena, Pablo
,
Herrero-Dorca, Nuria
,
Gordo-Burgoa, Olaia
in
ALE (numerical method)
,
Aluminum
,
Analysis
2025
This study investigates fixed and moving mesh methodologies for modeling liquid metal–free surface deformation during the induction melting process. The numerical method employs robust coupling of magnetic fields with the hydrodynamics of the turbulent stirring of liquid metal. Free surface tracking is implemented using the fixed mesh level set (LS) and the moving mesh arbitrary Lagrangian–Eulerian (ALE) formulation. The model’s geometry and operating parameters are designed to replicate a semi-industrial induction melting furnace. Six case studies are analyzed under varying melt masses and coil power levels, with validation performed by comparing experimentally measured free surface profiles and magnetic field distributions. The melt’s stirring velocity and recirculation patterns are also examined. The comparative analysis determines an improved performance of the ALE method, convergence, and computational efficiency. Experimental validation confirms that the ALE method reproduces the free surface shape more precisely, avoiding unrealistic topological changes observed in LS simulations. The ALE method faces numerical convergence difficulties for high-power and low-mass filling cases due to mesh element distortion. The proposed ALE-based simulation procedure is a potential numerical optimization tool for enhancing induction melting processes, offering scalable and robust solutions for industrial applications.
Journal Article
Multiphysics simulation of single pulse laser powder bed fusion: comparison of front capturing and front tracking methods
by
Bellet, Michel
,
Mayi, Yaasin Abraham
,
Dal, Morgan
in
ALE (numerical method)
,
Calibration
,
Complexity
2022
Purpose
During thermal laser processes, heat transfer and fluid flow in the melt pool are primary driven by complex physical phenomena that take place at liquid/vapor interface. Hence, the choice and setting of front description methods must be done carefully. Therefore, the purpose of this paper is to investigate to what extent front description methods may bias physical representativeness of numerical models of laser powder bed fusion (LPBF) process at melt pool scale.
Design/methodology/approach
Two multiphysical LPBF models are confronted: a Level-Set (LS) front capturing model based on a C++ code and a front tracking model, developed with COMSOL Multiphysics® and based on Arbitrary Lagrangian–Eulerian (ALE) method. To do so, two minimal test cases of increasing complexity are defined. They are simplified to the largest degree, but they integrate multiphysics phenomena that are still relevant to LPBF process.
Findings
LS and ALE methods provide very similar descriptions of thermo-hydrodynamic phenomena that occur during LPBF, providing LS interface thickness is correctly calibrated and laser heat source is implemented with a modified continuum surface force formulation. With these calibrations, thermal predictions are identical. However, the velocity field in the LS model is systematically underestimated compared to the ALE approach, but the consequences on the predicted melt pool dimensions are minor.
Originality/value
This study fulfils the need for comprehensive methodology bases for modeling and calibrating multiphysical models of LPBF at melt pool scale. This paper also provides with reference data that may be used by any researcher willing to verify their own numerical method.
Journal Article
A Higher-Order Discontinuous Galerkin/Arbitrary Lagrangian Eulerian Partitioned Approach to Solving Fluid–Structure Interaction Problems with Incompressible, Viscous Fluids and Elastic Structures
2018
This manuscript presents a discontinuous Galerkin-based numerical method for solving fluid–structure interaction problems involving incompressible, viscous fluids. The fluid and structure are fully coupled via two sets of coupling conditions. The numerical approach is based on a high-order discontinuous Galerkin (with Interior Penalty) method, which is combined with the Arbitrary Lagrangian–Eulerian approach to deal with the motion of the fluid domain, which is not known
a priori
. Two strongly coupled partitioned schemes are considered to resolve the interaction between fluid and structure: the Dirichlet–Neumann and the Robin–Neumann schemes. The proposed numerical method is tested on a series of benchmark problems, and is applied to a fluid–structure interaction problem describing the flow of blood in a patient-specific aortic abdominal aneurysm before and after the insertion of a prosthesis known as stent graft. The proposed numerical approach provides sharp resolution of jump discontinuities in the pressure and normal stress across fluid–structure and structure–structure interfaces. It also provides a unified framework for solving fluid–structure interaction problems involving nonlinear structures, which may develop shock wave solutions that can be resolved using a unified discontinuous Galerkin-based approach.
Journal Article