This paper continues a study of the dynamics of chevron formation in smecti
c-A liquid crystals in samples with boundary conditions apparently favoring
the bookshelf structure; with uniform layers perpendicular to the sample c
ell plane. The chevron structure that arises when the sample is cooled resu
lts from the mismatch between preferred bulk and surface layer thicknesses.
In a previous paper we considered relaxation driven by the strong coupling
between layer deformation and fluid flow. In this paper we discuss the alt
ernative scenario in which boundary conditions suppress this coupling. Laye
r deformation now occurs by layer relaxation in the absence of fluid flow.
This process is extremely slow and is governed by the nonlinear Fisher-Kolm
ogorov equation. Chevrons do form under some circumstances, but the process
is irregular, and quasimetastable jagged multi-edged multi-tip-like struct
ures can occur on intermediate time scales for suitable layer strains. In t
he absence of surface layer pinning, layer slippage occurs at the surfaces.
We also examine the possibility that deformation may occur through a wave
of invasion destroying the bookshelf region. [S1063-651X(99)10509-9].