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NONLINEAR-THEORY OF THE DISLOCATION-ENHANCED SNOEK EFFECT AND ITS CONNECTION WITH THE GEOMETRIC AND OR THERMAL KINK OSCILLATIONS ON NONSCREW DISLOCATIONS IN BODY-CENTERED-CUBIC METALS
Date
1987-11-01
Author
OGURTANI, TO
SEEGER, AK
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https://hdl.handle.net/11511/66149
Journal
JOURNAL OF APPLIED PHYSICS
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Department of Metallurgical and Materials Engineering, Article
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NONLINEAR-THEORY OF POWER DISSIPATION DUE TO THE MOTION OF HEAVY INTERSTITIALS IN A FLUCTUATING INHOMOGENEOUS FIELD WITH A STRONG BIAS - SPECIAL REFERENCE TO THE SNOEK-KOSTER RELAXATION
OGURTANI, TO; SEEGER, AK (1987-08-01)
Atomic movements of heavy interstitials (octahedral sites) in an arbitrary time‐dependent and inhomogeneous field with a strong static bias have been described by a system of nonlinear autonomous first‐order differential equations for a body‐centered‐cubic lattice. The linearized form of these equations in the vicinity of the thermodynamic equilibrium state (equilibrium with respect to the strong and inhomogeneous static bias field) has been solved exactly, using the discrete Fourier k‐space transform suppl...
NONLINEAR-THEORY OF THE POWER DISSIPATION DUE TO THE MOTION OF HEAVY INTERSTITIALS IN OSCILLATING INHOMOGENEOUS FIELDS WITH STRONG STATIC BIAS
OGURTANI, TO; SEEGER, A (1987-12-01)
The atomic movements of heavy interstitials (located in octahedral interstices in a body-centred cubic lattice) in arbitrary time-dependent and inhomogeneous field with a strong static bias are described by a system of nonlinear autonomous first-order differential equations. The linearized form of these equations in the vicinity of the thermodynamic equilibrium state is solved exactly, using the discrete Fourier k-space transform supplemented by a Laplace transform with respect to time. The power dissipatio...
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T. OGURTANI and A. SEEGER, “NONLINEAR-THEORY OF THE DISLOCATION-ENHANCED SNOEK EFFECT AND ITS CONNECTION WITH THE GEOMETRIC AND OR THERMAL KINK OSCILLATIONS ON NONSCREW DISLOCATIONS IN BODY-CENTERED-CUBIC METALS,”
JOURNAL OF APPLIED PHYSICS
, pp. 3704–3711, 1987, Accessed: 00, 2020. [Online]. Available: https://hdl.handle.net/11511/66149.