For a fixed graph $F$, a graph $G$ is $F$-saturated if it has no $F$ as a subgraph, but does contain $F$ after the addition of any new edge. The saturation number, sat$\left( {n,F} \right)$, is the minimum number of edges of a graph in the set of all $F$-saturated graphs with order $n$. In this paper, we determine the saturation number sat$\left( {n,2{P_3} \cup t{P_2}} \right)$ and ch...