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One is associated with a "coherent diffusion" by which particles jump back and forth between the minima of the periodic potential in synchrony with the external driving.
When β = 0, the image region undergoes nonlinear coherent diffusion.
The proposed model carries two terms: the first is coherent diffusion term that reduces the speckle by nonlinear coherent diffusion, which utilizes the diffusion tensor derived from coordinate transformation.
The proposed CAD model is composed of two components: the nonlinear coherent diffusion component and the energy condensation component.
The β value should be chosen such that it prevents the fattening of bright structures without affecting normal non linear coherent diffusion in dominant image regions.
The new CAD model carries two terms: one is coherent diffusion term for speckle reduction and for structured region, organ surface preservation.
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Equation 9 states that the diffusion tensor can steer a complementary coherence diffusion controlled by the parameter T, where the two diffusion process are both coherent and can strength the step edge, corners as well as narrow peaks, ridge-like structures while smoothing the interior of the image.
To steer the coherence diffusion, the differential geometry property of oriented structure must be analyzed so as to detect the oriented structure and the coherent direction precisely.
There are two important steps for coherence-enhancing diffusion: first analyze coherent structures and second enhance it.
Diffusion in gray matter is more isotropic, however, several groups have observed coherent patterns of diffusion anisotropy within the cerebral cortical gray matter.
A thermodynamic treatment is presented of isothermal phase equilibria and diffusion in coherent planar multilayers.
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