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Five energy loss mechanisms are quantified, such as thermalization loss, below bandgap loss, optical loss, recombination loss, and spatial relaxation loss.
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This criterion has been further tested for the spatial homogeneous relaxation case and the coupling of the Boltzmann and Euler equations in two dimensional physical space.
Such high field strength and its dependent changes in relaxation times and spatial resolution could have enabled the visualization of relatively discrete haemosiderin deposits in white matter tracts[64].
Furthermore, the spatial distribution of the T2 relaxation time can be used for in vivo monitoring of the biomechanical properties, pathological changes or aging of various cartilage layers [ 50, 51].
However, we believe that any such systematic error would be small considering the difference in the spatial scale of the viscoelastic relaxation effect mentioned above.
T1 imaging shows that there is no spatial distribution of spin lattice relaxation times.
The technique offers unique possibilities to generate contrast based on a range of physicochemical sample properties such as the spatial variation of relaxation of the NMR signal, the translational and diffusive motion of molecules, or the chemical composition of the object.
[via BlackBook].
Two distinct spatial dependences of the relaxation processes, in which the crossover length scale depends neither on temperature nor composition, were observed for all the samples.
Recently, MRI has been used in tissue engineering to generate spatial maps of tissue relaxation times (T1, T2), water diffusion coefficients, and the stiffness (shear moduli) of developing engineered tissues.
To analyze knee trabecular bone structure and spatial cartilage T1ρ and T2 relaxation times using 3-T magnetic resonance imaging (MRI) in subjects with and without tears of posterior horn of the medial meniscus (PHMM).
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