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In the present paper, a class of new simple modules over the $N=1$ Ramondalgebra are constructed, which are induced from simple modules over some finitedimensional solvable Lie superalgebras. These new modules are simple restrictedmodules over the $N=1$ Ramond algebra. Combined with the result in \cite{L1}, aclassification of simple weak $\psi$-twisted $\bar W(0,c)$-modules undercertain conditions is also given. At last, some examples of simple restricted$N=1$ Ramond modules as various versions of Whittaker modules are presented(classical Whittaker modules were studied in \cite{LPX}).

Simple restricted modules over the $N=1$ Ramond algebra as weak modules for vertex operator superalgebras