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This paper presents a method for re-parameterization based on an arbitrary scalar field named the relaxation field.
The relaxation field is applied to re-distribute the control-points of a parametric surface towards the desired areas.
The proposed method was developed for possible application in an intelligent shape optimization procedure where a sensitivity field with respect to an objective function (or some other physical field) would be used for constructing the relaxation field.
Independent of the mechanism by which protein protons acquire their relaxation field dependence, Zhou and Bryant [5] have proposed that cross-relaxation could then allow "water spins to report a scaled replica" of the relaxation behavior of the solid system.
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The results are displayed graphically to illustrate the effect of rotation, relaxation, magnetic field, viscoelasticity, and non-homogeneity.
To illustrate the theory the problems of stress relaxation, magnetic field relaxation, time dependent magnetic induction and strain are formulated and solved for a specific form of the constitutive law.
Signal intensity in MR imaging is dependent on proton relaxation rates, field strength, and acquisition sequence.
This is due to the influence of relaxation time, magnetic field, and frequency.
Few generalised theories of thermoelasticity have been defined with the introduction of relaxation in temperature field.
It was found that the assembly was dependent upon the difference between colloidal relaxation time and field period.
For those with incomplete relaxation in the field, 13 of 24 (54%) were intubated in the ED using RSI.
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