A general method is presented for the preparation of a viscoelastic su
rfactant phase that consists of densely packed multilamellar vesicles
in water. The vesicle phase forms spontaneously when ionic surfactants
are added to a dilute L(alpha)- or L(3)-phase, the bilayers of which
consist of mixed uncharged single-chain surfactants and cosurfactants.
The investigated phases were prepared from alkyldimethylaminoxides (C
(x)DMAO), n-alcohols (C-6-C-9), and the ionic surfactant tetradecyltri
methylammonium bromide (C-14-TMABr) or sodium dodecyl sulfate (SDS). T
he structure of the vesicles and their dimensions were determined from
freeze-fracture electron micrographs (FF-TEM). For a 100 mM surfactan
t solution the multilamellar vesicles had a diameter in the range of 1
mu m and an interlamellar spacing of around 800 Angstrom. For these c
onditions the vesicles are densely packed and cannot pass each other.
The vesicle phase is highly viscoelastic and has a yield stress value.
The viscoelastic properties of the phase were determined from oscilla
ting theological measurements. The storage modulus was about 1 order o
f magnitude larger than the loss modulus and was independent of freque
ncy. The moduli were determined as a function of the concentration and
chain length of the surfactant and cosurfactant, the charge density a
nd ionic strength, the amount of solubilization of hydrocarbon, and th
e temperature. For a constant charge density the yield stress values a
nd shear moduli increase with the surfactant concentration according t
o a linear relation G' proportional to (c(0) - c(e)) where c(0) is the
total surfactant concentration and c(e) the surfactant concentration
for dense packing of the vesicles. For constant surfactant concentrati
on the moduli increase in an S-shaped form with the charge density and
reach saturation for a mole fraction of about 7% of ionic surfactant.
The storage moduli and yield values decrease with the addition of exc
ess salt. The storage moduli depend strongly on the chain length of th
e surfactant. Theoretical calculations show that the shear moduli of t
he phases are much smaller than the osmotic pressure of the systems. S
everal models are proposed for the explanation of the shear moduli. Th
e values of the moduli can best be understood on the basis of a hard-s
phere model in which the multilamellar vesicles are treated as hard-sp
here particles.