TABLE 5

Equations used to calculate remaining transport activity in presence of inhibitor in cell models

Eq. No.NameEquationbReference
A1 aER1 – [(BA0 / AB0) – (BAi / ABi)] / [(BA0 / AB0) – (BAp / ABp)] 
can be written as: [(BAi / ABi) – (BAp / ABp)] / [(BA0 / AB0) – (BAp / ABp)]Balimane et al. (2008)
A2ER (FDA)(BAi / ABi – 1) / (BA0 / AB0 – 1)US FDA/CDER (2006)
B1Unidirectional flux (B>A)(BAi – BAp) / (BA0 – BAp)Tang et al. (2002)
B2Unidirectional flux (A>B)(ABi – ABp) / (AB0 – ABp)Tang et al. (2002)
C1KP (A>B)(ABi / AB0)[(ABi – ABp) / (AB0 – ABp)]Kalvass and Pollack (2007)
C2KP (B>A)(BA0 / BAi)[(BAi – BAp) / (BA0 – BAp)]Adapted from 
Kalvass and Pollack (2007)
DNet-secretory-flux(ABi – BAi) / (AB0 – BA0)Balimane et al. (2008)
  • ER, efflux ratio.

  • a Equation A2 is the FDA-recommended equation (US FDA/CDER, 2006). For this particular initiative, due to the limited number of inhibitor concentrations in the cell line experiments, the participants were asked to fit data to eq. A1 so that a no inhibitor control and positive control inhibitor could be included as data points (see Materials and Methods section).

  • b ABi Receiver A>B with inhibitor; BAi Receiver B>A with inhibitor; AB0 Receiver A>B, without inhibitor; BA0 Receiver B>A, without inhibitor; ABp Receiver A>B with positive control; BAp Receiver B>A with positive control.