1997
DOI: 10.1063/1.364235
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Magnetization and magnetostriction processes in Tb(0.27−0.30)Dy(0.73−0.70)Fe(1.9−2.0)

Abstract: The present analysis provides Tb(0.27−0.30)Dy(0.73−0.70)Fe(1.9−2.0) magnetization and magnetostriction states during applied magnetic field and stress processes by minimizing the total magnetic free energy in the presence of a parameter selected inverse exponential magnetic free energy distribution. A comparison between experimental and model results shows that the model provides a qualitatively accurate description of the magnetostriction and magnetization in Tb(0.27−0.30)Dy(0.73−0.70)Fe(1.9−2.0) during appli… Show more

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Cited by 112 publications
(91 citation statements)
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“…Indeed, the use of the vector potential would require an inversion of the magnetic part of the MSM model in order to get the convergence of the iterative process. The magnetic flux density is defined from the magnetization : (16) Moreover, a modified fixed point (FP) iterative method is used to insure the convergence of the nonlinear problem [20]. This method provides a slow but robust convergence.…”
Section: Finite-element Formulationmentioning
confidence: 99%
See 1 more Smart Citation
“…Indeed, the use of the vector potential would require an inversion of the magnetic part of the MSM model in order to get the convergence of the iterative process. The magnetic flux density is defined from the magnetization : (16) Moreover, a modified fixed point (FP) iterative method is used to insure the convergence of the nonlinear problem [20]. This method provides a slow but robust convergence.…”
Section: Finite-element Formulationmentioning
confidence: 99%
“…For an application of single crystals under uniaxial loadings, Graham et al [15] proposed a finite-element code using look-up text files containing scalar values of magnetostriction and magnetic field depending on stress and magnetic induction amplitudes (assuming the uniaxial stress to be parallel to the magnetic induction). They used the Armstrong model [16] to build these files. If a more general configuration is to be treated, such as a Manuscript received July 22, 2010 multiaxial stress combined to a magnetic field not aligned with a principal stress direction, the number of inputs for the precalculated data file is quickly increasing.…”
mentioning
confidence: 99%
“…The magnetomechanical physical properties of Terfenol-D, such as magnetostriction λ, susceptibility χ(dM/dH), strain derivative g (dλ/dH) and magnetic hysteresis loss, are important parameters considered in practical device designs. It is well known that the amplitude of magnetostriction can be improved by a proper compressive stress [3][4][5] , which has been predicted by the phenomenological model [6,7] or the anisotropic domain rotation model [8,9] . But until now there are few systematical experiments focused on these characteristics, especially hysteresis loss, when the compressive stress is applied [10] .…”
Section: Introductionmentioning
confidence: 99%
“…A number of recent extensions to both the model and underlying philosophy have substantially improved its utility. The model was extended to include cubic anisotropies by Lee and Bishop [18] whereas Armstrong [19], Clark et al [20], and Jiles and Thoelke [21] extended the model to quantify magnetoelastic effects in Terfenol-D. Certain mean field effects are incorporated in [22,23] while pinning losses are incorporated in [7] where it is illustrated that this latter mechanism is necessary to achieve physical minor loop behavior. Finally, relations between the Stoner-Wohlfarth model and micromagnetic models are detailed in [8].…”
Section: Stoner-wohlfarth Modelmentioning
confidence: 99%
“…If we let M R and − M R denote locations of the stable equilibria determined through solution of (21), as depicted in Figure 3(a), then it can be directly established that the quadratic approximations to (19) in neighborhoods of the equilibria…”
Section: Temperature-invariant Helmholtz Energymentioning
confidence: 99%