2021
DOI: 10.3390/jmmp5030066
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Experimental and Numerical Investigations into Magnetic Pulse Welding of Aluminum Alloy 6016 to Hardened Steel 22MnB5

Abstract: By means of magnetic pulse welding (MPW), high-quality joints can be produced without some of the disadvantages of conventional welding, such as thermal softening, distortion, and other undesired temperature-induced effects. However, the range of materials that have successfully been joined by MPW is mainly limited to comparatively soft materials such as copper or aluminum. This paper presents an extensive experimental study leading to a process window for the successful MPW of aluminum alloy 6016 (AA6016) to … Show more

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Cited by 12 publications
(10 citation statements)
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“…A direct analytical solution of the governing equation (Equation ( 1)) along with the necessary boundary conditions (Equations ( 2) and ( 3)) is very difficult, if not impossible [32]. Efforts to numerically calculate the transient EM field by solving the governing equation along with the necessary boundary conditions using finite element methods are reported for MPW of tubes [5,33] and sheets [3,34]. These efforts are a testimony of several inherent computational challenges, such as the requirement of very fine element sizes to discretize the solution domain as well as the use of very small time-steps to model the steep gradient of the EM field and its evolution [3,33].…”
Section: Process Mechanics and Theoretical Backgroundmentioning
confidence: 99%
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“…A direct analytical solution of the governing equation (Equation ( 1)) along with the necessary boundary conditions (Equations ( 2) and ( 3)) is very difficult, if not impossible [32]. Efforts to numerically calculate the transient EM field by solving the governing equation along with the necessary boundary conditions using finite element methods are reported for MPW of tubes [5,33] and sheets [3,34]. These efforts are a testimony of several inherent computational challenges, such as the requirement of very fine element sizes to discretize the solution domain as well as the use of very small time-steps to model the steep gradient of the EM field and its evolution [3,33].…”
Section: Process Mechanics and Theoretical Backgroundmentioning
confidence: 99%
“…Efforts to numerically calculate the transient EM field by solving the governing equation along with the necessary boundary conditions using finite element methods are reported for MPW of tubes [5,33] and sheets [3,34]. These efforts are a testimony of several inherent computational challenges, such as the requirement of very fine element sizes to discretize the solution domain as well as the use of very small time-steps to model the steep gradient of the EM field and its evolution [3,33]. To keep the modelling calculations manageable, many simplifications are considered.…”
Section: Process Mechanics and Theoretical Backgroundmentioning
confidence: 99%
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