Strong cosmic censorship in light of weak gravity conjecture for charged black holes

In this paper, we investigate the strong cosmic censorship conjecture (SCC) for charged black holes in de Sitter space by considering weak gravity (WGC). Using analytical methods, find that SCC is preserved dS-charged with respect to some restriction $qQ\gg1$ and $r_+\geq Q$ help of WGC condition viz $\frac{q}{m}\geq 1$ scalar fields. Where q, m are charge mass field, $r_+$, Q determine radius outer event horizon hole, respectively. case, when (WGC) valid, will definitely be satisfied holes. On other hand, violated not satisfied. Also, examined RN-dS hole extremality state found can $\Lambda r_+^2=1$.