This paper deals with re-optimizing linear array patterns with multiple wideband null steering when arbitrary element failures occur. Using partial controlled arrays, the re-optimization method is formulated as a minimax problem solved by a linear programming technique. A weighting function is provided to control the relative error along the re-optimized array pattern. The results indicate that only a few elements are needed for the compensation. Furthermore, the suppressed sectors and the SLL can be improved by increasing the number of controlled elements. The results validate the capability of the proposed method to compensate for arbitrary element failures to re-create the multiple wideband nulls.