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By using a biexponential function, reasonable fits of the decay curves are obtained.
The alignment processes induced at various temperatures and various intensities of irradiation light were analyzed by using a biexponential function (as shown in text).
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The disappearance of RIF as a function of time has been quantitatively investigated by Horn et al. [ 40] and by Mariotti et al. [ 41], with the former describing the disappearance using a biexponential decay function with a short decay rate of 0.350 h−1 (77 %) and a longer-lived component of 0.018 h−1 (23%%).
By acquiring DWI images using multiple b values (typically 6 or more), the DWI data may be fitted using a biexponential mathematical model, such as one based on the principles of intravoxel incoherent motion (IVIM).
It has also been suggested that using a biexponential model, accounting for a vascular compartment in addition to the extravascular extracellular and intracellular compartment, may better reflect "true" diffusion without microperfusion contamination [ 3].
Data were best described using a biexponential model and the following parameters were estimated: apparent clearance 180 l h−1; apparent V1 (l) 1450 × (1+0.0013 × dose (mg)), apparent V2 ll) 21 300 × (1 0.0013 × dose (mg)) × (1+2.95 × height (m)) and apparent Q 6950 l h−1.
We therefore used fits with a simple exponential or a biexponential function.
In doing this, the data of Furman-Haran et al (1996) were used to derive the arterial input function, where a biexponential function characterises the plasma concentration of Gd-DTPA in mice after i.v. injection.
In the two compartment model we fitted a biexponential function [a mixture of two simple concurring exponential functions] to the data, again using the logarithmic scale.
The decay curve was fitted well by a biexponential function: kexp −t/τ 1) + (1−k) exp −t/τ 2).
The decay curves can be well fitted with a biexponential function [26]: Figure 6 TRPL decay curves of the QDs at different excitation power.
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