Table 1

Relationships between plasma drug level and inhibitory effect

ModelIn Vivo Assessment of AngII Blockade
Tasosartan 100 mg p.o.1-aTasosartan 50 mg i.v.1-aEnoltasosartan 2.5 mg i.v.
Log/linear r = 0.662 r = 0.617 r = 0.050
E= A + B·log(C) P < .0001 P = .0002 P > .5
E max = 67.8  ± 7.5% E max = 69.5  ± 9.1% E max = 44.1  ± 6.5%
Hill sigmoidEC50 = 12.0  ± 7.7 ng/mlEC50 = 11.0  ± 6.7 ng/mlEC50 = 18.3  ± 47.5 ng/ml
χ2 = 0.0928χ2 = 0.0803χ2 = 0.498
In Vitro Assessment of AngII Blockade
Log/linear r = 0.938 r = 0.957 r = 0.214
E= A + B·log(C) P < .0001 P < .0001 P = .143
E max = 88.6  ± 3.4% E max = 86.2  ± 5.1% E max = 46.3  ± 4.6%
Hill sigmoidEC50 = 9.2  ± 2.1 ng/mlEC50 = 11.1  ± 3.0 ng/mlEC50 = 48.3  ± 20.5 ng/ml
χ2 = 0.0199χ2 = 0.0029χ2 = 0.0167
  • E, effect expressed in percentage inhibition (respectively AngII response in vivo and 125I-AngII in vitro binding displaced in the RRA); C, plasma concentration of drug (ng/ml). In log/linear model, A and B, respectively, represent the intercept and the slope of the constructed regression line, and r is the correlation coefficient of this line. In the Hill sigmoid model, Emaxrepresents the theoretical maximal inhibition; EC50 = concentration of drug at 50% of EC50.

  • 1-a Restricted to the first 8 h of the time-course profiles.