We show that the solutions of the Yang-Baxter equation invariant under
the action of the Yangian Y(sl(2)) lead to inhomogeneous vertex model
s. Starting from a four-dimensional representation of Y(sl(2)), we obt
ain an integrable family of coupled Heisenberg spin-1/2 chains. Some t
hermodynamical properties of this model are studied by means of the al
gebraic Bethe ansatz.