The S-shaped logistic growth model has been extensively studied and ap
plied to a wide range of biological and socio-technical systems. A mod
el, the Bi-logistic, is presented for the analysis of systems that exp
erience two phases of logistic growth, either overlapping or sequentia
lly. A nonlinear least-squares algorithm is described that provides Bi
-logistic parameter estimates from time-series growth data. Model sens
itivity and robustness are discussed in relation to error structure in
the data. A taxonomy and some examples of systems that exhibit Bi-log
istic growth are presented. The Bi-logistic model is shown to be super
ior to the simple logistic model for representing many growth processe
s.