The electrostatic contribution to spontaneous membrane curvature is ca
lculated within Poisson-Boltzmann theory under a variety of assumption
s and emphasizing parameters in the physiological range. Asymmetrical
surface charges can be fixed with respect to bilayer midplane area or
with respect to the lipid-water area, but induce curvatures of opposit
e signs. Unequal screening layers on the two sides of a vesicle (e.g.,
multivalent cationic proteins on one side and monovalent salt on the
other) also induce bending. For reasonable parameters, tubules formed
by electrostatically induced bending can have radii in the 50-100-nm r
ange, often seen in many intracellular organelles. Thus membrane assoc
iated proteins may induce curvature and subsequent budding, without th
emselves being intrinsically curved, Furthermore, we derive the previo
usly unexplored effects of respecting the strict conservation of charg
e within the interior of a vesicle. The electrostatic component of the
bending modulus is small under most of our conditions and is left as
an experimental parameter. The large parameter space of conditions is
surveyed in an array of graphs.