Novel formulations of Gibbs-Duhem integrations are proposed to trace phase
diagrams for multicomponent fluid mixtures, including generalized bubble-de
w lines, whereby the composition of one of the phases is specified, but may
not be constant along the integration path. The algorithms presented in th
is work constitute an extension of a recently proposed pseudo-ensemble fram
ework. Different types of phase equilibrium calculations with open ensemble
s are cast into a unique formulation, which leads to a simple and flexible
integration scheme for stepping along a coexistence line. This approach is
applied to trace phase diagrams for systems described by realistic force fi
elds, including hydrocarbon mixtures. A variant of a Gibbs ensemble that pe
rmits simulation of bubble-dew point pressures is also implemented. (C) 199
9 American Institute of Physics.