  We investigate the accretion process in a thin disk surrounding a
supermassive black hole in Einstein-Maxwell-dilaton-axion (EMDA) gravity by
using the Novikov-Thorne model. The results reveal that as the dilaton
parameter $r_2$ increase, the energy flux, radiation temperature, spectra
luminosity, and radiative efficiency of the disk all increases. By narrowing
down the dilaton parameter range to $0\leqslant \frac{r_2}{M}\leqslant0.4$, we
discover that in the high-frequency region, the Kerr-Sen black hole
demonstrates higher energy output compared to the Kerr black hole. We also
investigated the Kerr-Sen black hole shadow in a uniform plasma environment.
For a fixed inclination angle of $\theta_0=90^\circ$, $\frac{r_2}{M} =
\frac{a}{M} = 0.5$, the shadow increase as the homogeneous plasma parameter $k$
increase. Conversely, when $k = 0.1$ and $\frac{a}{M} = 0.5$, an increase in
$r_2$ leads to a decrease in the shadow. Furthermore, by using observational
data from M87* and Sgr A*, we compared the theoretical and observed shadow
diameters to constrain the range of the model parameters.
