  We propose the unified models of cosmological inflation, spontaneous SUSY
breaking, and the dark energy (de Sitter vacuum) in $N=1$ supergravity with the
dilaton-axion chiral superfield $T$ in the presence of an $N=1$ vector
multiplet with the alternative Fayet-Iliopoulos term. By using the K\"ahler
potential as $K=-\alpha\log(T+\bar{T})$ and the superpotential as a sum of a
constant and a linear term, we find that viable inflation is possible for
$3\leq\alpha\leq\alpha_{\rm max}$ where $\alpha_{\rm max}\approx 7.235$.
Observations of the amplitude of primordial scalar perturbations fix the SUSY
breaking scale in our models as high as $10^{13}$ GeV. In the case of
$\alpha>3$ the axion gets the tree-level (non-tachyonic) mass comparable to the
inflaton mass.
