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The most commonly used design for ABE is a standard two-sequence and two-period crossover design. Ft is the fixed effect of the test formulation and Fr is the fixed effect of the reference formulation.
Ho: Ft-Fr \( \le \delta_{L} \) or Ft-Fr \( \le \delta_{U} \)
Ha: \( \delta_{L} \) < Ft-Fr < \( \delta_{U} \)
ABE(alpha, beta, sigma1.1, delta, epsilon)
significance level
power = 1- beta
\(\sigma_{a.b}\) with a=1 and b=1.
delta is the bioequivalence limit. here delta=0.223
epsilon=Ft-Fr
$$ \sigma_{a.b}^{2}=\sigma_{D}^{2}+a*\sigma_{WT}^{2}+b*\sigma_{WR}^{2}$$.
Chow SC, Shao J, Wang H. Sample Size Calculation in Clinical Research. New York: Marcel Dekker, 2003
# NOT RUN { Example.10.2<-ABE(0.05,0.2,0.4,0.223,0.05) Example.10.2 # 21 # }
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