The projective Riccati equation method is applied to the first equation of the semiconductor one level impact ionization nonlinear reactiondiffusion equation. The obtained solutions, combined to the factorization method leads to the solutions of the second one equation. Such a use of the combination of these two methods yields new solutions which are classified as, periodic, and soliton. As a result, some of that obtained solutions behave like: two different fasten anti-kink soliton, and peakon soliton. The obtained solutions are found to be very interesting since they could be helpful in semiconductor electronics device engineering and many other domains.