Finite-temperature static local-field-correction factor in warm-dense-matter stopping-power calculation

We propose to take into account finite-temperature static local-field-correction factor to calculate the electronic stopping power in warm dense matter. We adapt the Maynard and Deutsch approach that is well-suited to calculations based on the average-atom model in the local density approximation. Numerical results are presented for dense aluminum that show that the effect of temperature is small in the thermodynamic regime considered.