The　existence　of　stationary　solutions　to　the　MHD　equations　in　three-dimensional　bounded　domains　will　be　proved.　At　the　same　time　if　the　assumption　of　smallness　is　made　on　external　forces,　uniqueness　of　the　stationary　solutions　can　be　guaranteed　and　it　can　be　shown　that　any　L-r　(r　＞　3)　global　bounded　non-stationary　solution　to　the　MHD　equations　approaches　the　stationary　solution　under　both　L-2　and　L-r　norms　exponentially　as　time　goes　to　infinity.