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Exact(14)
Advection, matrix diffusion, sorption, source decay and aqueous phase decay are considered.
A model is derived which divides the coherence decay into an exponential structural decay term and a Gaussian phase decay term.
Half-life was calculated by one phase decay nonlinear regression in Prism.
The rapid first phase decay likely reflects the death of actively turning over, short-lived CD4+ T cells, while each subsequent phase likely reflects the death of longer lived cellular reservoirs [8].
Data from laboratory studies indicate a two phase decay of the air concentrations in the room.
The first phase decay happens very fast (in the first 10 minutes) and the second phase decay happens slowly (about 1 2 hours for the air concentrations to reach the background level).
Similar(46)
It is shown that the geometric phase decays exponentially due to the presence of excitonic spontaneous emission.
Biological half-life of the radiotracer was calculated using non-linear fitting with a two-phase decay, and comparison of fits was performed.
The solid lines indicated non-linear one-phase decay fit.
All experiments were pooled and analyzed using Prism to fit a one-phase decay curve.
The data points of bleaching factor were fitted with non-linear one-phase decay equation.
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