We　investigate　the　localization　behavior　of　the　non-Hermitian　tightly　bound　state　in　the　presence　of　asymmetric　tunneling　and　external　uniform　fields　in　various　dimensions,　where　the　discrete　translational　symmetry　and　the　inversion　symmetry　are　broken.　We　demonstrate　that　the　non-Hermitian　skin　effects　can　still　exist　and　compete　with　Wannier-Stark　localization　induced　by　the　uniform　fields.　The　total　localization　is　not　only　related　to　the　size　of　the　system,　but　the　net　tunneling　strength　as　well.　For　the　two-dimensional　lattices　with　square　shape　boundaries,　the　uniform　fields　can　pull　back　the　population　of　the　states　at　the　corner　and　the　fading　stripe　localization　can　be　observed　as　a　compromise　between　the　two-dimensional　non-Hermitian　skin　effects　and　the　uniform　fields.　The　experimental　simulation　of　the　non-Hermitian　chain　with　uniform　fields　can　be　achieved　by　the　methods　of　electrical　circuits.