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In this paper, the effect of these irreversibilities on performance is investigated for a model with irreversible radiative absorption combined with irreversible conductive or convective heat rejection.
A kinetic model for measuring [C]AMT uptake was developed using a three-compartment model (or two-tissue compartment model) with irreversible tracer trapping, the compartments being plasma, brain and irreversibly trapped tracer [ 7, 51].
e Two-tissue compartment kinetic model with irreversible tracer.
Using the standard two-tissue compartment kinetic model with irreversible tracer metabolism (k 4 = 0, Fig. 1e), the tracer influx constant, K i, was computed for lymphoid and lung tissues [15].
The most suitable model for analysis of the kinetics of [C]5-HTP is a two-tissue compartment model with irreversible tracer trapping (Fig. 3).
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In this model, glutathione reductase [ GR, eqn (20)] was modelled with an irreversible, two-substrate generic rate expression [ 30], whereas GSH-oxidation and the reduction of the deglutathionylated substrate were modelled with mass-action kinetics [eqns (20)–(22)] as described previously [ 20].
The analysis indicates that the reported relationship between tracer diffusivity and intrinsic diffusivity derived from molecular models are consistent with irreversible thermodynamics.
According to this prediction, antioxidant treatment is therefore expected to be less efficacious in disease models and patients with irreversible capillary flow disturbances.
We enriched the model with reversible and irreversible tissue damage, which aims to provide a comprehensible link between autoimmune activity and clinical relapses and active lesions in the magnetic resonances studies in patients with Multiple Sclerosis.
The kinetic model consisted in a site with irreversible deposition and a reversible site used to reproduce the transient phase preceding the plateau of the experimental breakthrough curves.
Patlak et al. [ 90] derived a graphical method (often called Patlak analysis, Patlak-Rutland or Gjedde-Patlak plot) that uses linear regression to analyse pharmacokinetics described by any compartment model with at least one irreversible transport step or reaction ('trapping' of FDG due to k4 = 0 min−1).
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