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Weld pool

About: Weld pool is a research topic. Over the lifetime, 3208 publications have been published within this topic receiving 49162 citations.


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Journal ArticleDOI
TL;DR: A theoretical analysis of the energy balance in the laser - metal interaction zone is carried out in this article, where heat transfer due to the recoil-pressure-induced melt flow is taken into consideration.
Abstract: A theoretical analysis of the energy balance in the laser - metal interaction zone is carried out. The heat transfer due to the recoil-pressure-induced melt flow is taken into consideration. It is shown that, for the absorbed laser intensities typical in welding and cutting, the recoil pressure induces high-velocity melt-flow ejection from the interaction zone. This melt flow carries away from the interaction zone a significant portion of the absorbed laser intensity (about 70 - 90% at low laser intensities); thus, convection-related terms can be ignored neither in calculations of the energy balance in the interaction zone nor in calculations of the thermal field in the vicinity of the weld pool or cutting front.

492 citations

Journal ArticleDOI
TL;DR: In this article, a comprehensive review of the solidification behavior of a weld pool incorporating recent advances in solidification theories is provided, including basic principles from ingot, single crystal, and rapid solidification processes.
Abstract: Solidification behaviour controls the size and shape of grains, the microstructure, the extent of segregation, the distribution of inclusions, the extent of defects such as porosity and hot cracks, and ultimately the properties of weld metal. In the past, theories related to single crystal growth technology and the solidification of castings have been extrapolated to describe weld metal solidification. However, within the past two decades there have been several new developments in solidification theory. Furthermore, welding involving high energy beam processes and significantly greater cooling rates have received much emphasis. Traditional solidification theories as they apply to castings are not appropriate in describing solidification under these latter conditions. This paper provides a comprehensive review of the solidification behaviour of a weld pool incorporating recent advances in solidification theories. Basic principles from ingot, single crystal, and rapid solidification processes are u...

439 citations

Journal ArticleDOI
TL;DR: In this paper, a keyhole model is developed and tested on tantalum, Ti-6Al-4V, 304L stainless steel and vanadium, and a turbulence model based on Prandtl's mixing length hypothesis is used to estimate the effective viscosity and thermal conductivity in the liquid region.
Abstract: Because of the complexity of several simultaneous physical processes, most heat transfer models of keyhole mode laser welding require some simplifications to make the calculations tractable. The simplifications often limit the applicability of each model to the specific materials systems for which the model is developed. In this work, a rigorous, yet computationally efficient, keyhole model is developed and tested on tantalum, Ti–6Al–4V, 304L stainless steel and vanadium. Unlike previous models, this one combines an existing model to calculate keyhole shape and size with numerical fluid flow and heat transfer calculations in the weld pool. The calculations of the keyhole profile involved a point-by-point heat balance at the keyhole walls considering multiple reflections of the laser beam in the vapour cavity. The equations of conservation of mass, momentum and energy are then solved in three dimensions assuming that the temperatures at the keyhole wall reach the boiling point of the different metals or alloys. A turbulence model based on Prandtl's mixing length hypothesis was used to estimate the effective viscosity and thermal conductivity in the liquid region. The calculated weld cross-sections agreed well with the experimental results for each metal and alloy system examined here. In each case, the weld pool geometry was affected by the thermal diffusivity, absorption coefficient, and the melting and boiling points, among the various physical properties of the alloy. The model was also used to better understand solidification phenomena and calculate the solidification parameters at the trailing edge of the weld pool. These calculations indicate that the solidification structure became less dendritic and coarser with decreasing weld velocities over the range of speeds investigated in this study. Overall, the keyhole weld model provides satisfactory simulations of the weld geometries and solidification sub-structures for diverse engineering metals and alloys.

350 citations

Journal ArticleDOI
John Goldak1, Malcolm Bibby1, J. Moore1, R. House1, B. Patel1 
TL;DR: In this paper, a nonlinear transient finite element analysis (FEA) is used to solve the fundamental equations for heat transfer in welds and a formulation for a non-linear finite element analyzer to solve them is described.
Abstract: This paper summarizes progress in the development of methods, models, and software for analyzing or simulating the flow of heat in welds as realistically and accurately as possible. First the fundamental equations for heat transfer are presented and then a formulation for a nonlinear transient finite element analysis (FEA) to solve them is described. Next the magnetohydrodynamics of the arc and the fluid mechanics of the weld pool are approximated by a flux or power density distribution selected to predict the temperature field as accurately as possible. To assess the accuracy of a model, the computed and experimentally determined fusion zone boundaries are compared. For arc welds, accurate results are obtained with a power density distribution in which surfaces of constant power density are ellipsoids and on radial lines the power density obeys a Gaussian distribution. Three dimensional, in-plane and cross-sectional kinematic models for heat flow are defined. Guidelines for spatial and time discretization are discussed. The FEA computed and experimentally measured temperature field,T(x, y, z, t), for several welding situations is used to demonstrate the effect of temperature dependent thermal properties, radiation, convection, and the distribution of energy in the arc.

335 citations

Journal ArticleDOI
TL;DR: In this article, the selection of process parameters for obtaining an optimal weld pool geometry in the tungsten inert gas (TIG) welding of stainless steel is presented, and the modified Taguchi method is adopted to analyze the effect of each welding process parameter on the weldpool geometry, and then to determine the process parameters with the optimal welding pool geometry.

317 citations


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Performance
Metrics
No. of papers in the topic in previous years
YearPapers
202364
2022155
2021159
2020159
2019168
2018174