Parameters | TR− Livers | Wistar Livers |
---|---|---|
VR, volume of reservoir (ml) | 180a | 182a |
VLB, volume of sinusoid (ml) | 1.82b | 1.81b |
VL, volume of liver tissue (ml) | 9.11b | 9.07b |
Vbile, volume of canaliculi and bile cannula (ml) | 0.108c | 0.108c |
Qbile, bile flow rate (μl/min) | 2.4d | 6.3d |
fB, fL, fB{mi}, fL{mi}, unbound fractions for E217G in blood and liver, E23S17G in perfusate and liver, respectively | 0.23d | 0.22d |
CLin,, influx clearance for E217G (ml/min) | 546e | 546e |
CLef, efflux clearance for E217G (ml/min) | 5.75f | 1.35g |
CLin{mi}, influx clearance for E23S17G (ml/min) | 546h | 546h |
CLef{mi}, efflux clearance for E23S17G (ml/min) | 10.9i | 2.56g |
CLint,metD→Mi), sulfation intrinsic clearance (ml/min) | 22.4j | 22.4k |
CLint,metMi→D), desulfation intrinsic clearance (ml/min) | 31.1l | 4.81k |
CLint,sec, secretory intrinsic clearance for E217G (ml/min) | 0.02m | 1.90k |
CLint,sec{mi}, E23S17G secretory intrinsic clearance (ml/min) | 0.008m | 2.54k |
efm″, effective coefficient for metabolite formation | 0.00026 | 0.346 |
efm′, effective recycling coefficient | 0.00089 | 0.078 |
↵a Averaged value from t = 0 (200 ml) to time = 2 h.
↵b From multiple indicator dilution studies (Pang et al., 1988).
↵c Sum of bile volume of canaliculi (0.004 ml/g liver) and bile cannula volume (20 cm of polypropylene tubing with i.d. of 0.58 mm).
↵d Observations for unbound fractions: fB is the determined value (Sun et al., 2006) and fL, fB{mi}, and fL{mi} were set to equal fB for simplicity.
↵e Assigned, same as Wag/Rij rat liver from Sun et al. (2006), and according to protein expression of Oatps (Fig. 2).
↵f According to eq. 1.
↵g According to ratio of relative Mrp3 protein expression in Fig. 2 (TR−/Wistar = 4.2).
↵h Based on the assumption that CLin{mi} = CLin.
↵i According to eq. 2.
↵j Based on similar protein expressions of Sults for TR− and Wistar rat livers in Fig. 2.
↵k Estimate for Wistar rat derived from preliminary data fitting, with fixed basolateral influx and efflux parameters.
↵l According to eq. 3.
↵m Optimized by trial and error.