The structures of Be isotopes and C isotopes are investigated using a micro
scopic alpha+alpha +n+n. . . model and alpha+alpha+alpha +n+n. . . model, r
espectively, based on the molecular orbit (MO) model, The low-lying states
of the Be isotopes are characterized by several configurations of valence n
eutrons, which are constructed as combinations of three basic orbits. The m
odel space employed is extended from that of conventional MO models, and th
e orbits are expressed as linear combinations of local Gaussians. Their pos
itions are determined variationally. In Be-10, all of the observed positive
-parity bands and negative-parity bands are described within the model. It
is found that the second 0(+) state of Be-10 has a large ce-a structure wit
h a (1/2(+))(2) configuration. Increase of the a-a distance due to the exis
tence of two valence neutrons along the a-a axis makes their wave function
smooth and reduces the kinetic energy drastically. Here, the contribution o
f the spin-orbit interaction due to coupling between the S-z = 0 and the S-
z = 1 configurations is important. The energy surface of Be-12 is found to
exhibit similar characteristics, with a significant alpha clustering and th
e contribution of the spin-orbit interaction causing the binding of the gro
und state with the (1/2(+))(2) configuration to become much stronger. As a
result, the (3/2(-))2 (1/2+)' configuration for the four valence neutrons a
lmost degenerate with the (3/2-)2 (1/2(+))2 configuration. This is related
to the breaking of the N = 8 magic number. For the C isotopes, the stabilit
y of the linear chain of 3 alpha with respect to the breathing-like mode an
d the bending-like mode are investigated for various neutron configurations
. It appears likely that a combination of the valence neutrons in the pi- a
nd the sigma -orbit is to stabilize the system with respect to such modes,
and it is found that the excited states of C-16 with the (3/2(pi)(-))(2) (1
/2(sigma)(-))(2) configuration for four valence neutrons is one of the most
probable of such structures.