  We propose a novel method for the construction of orthogonal arrays. The
algorithm makes use of the Kronecker Product operator in association with unit
column vectors to generate new orthogonal arrays from existing orthogonal
arrays. The effectiveness of the proposed algorithm lies in the fact that it
works well with any linear seed orthogonal array without imposing any
constraints on the strength or the number of levels. The resulting orthogonal
array has the same strength as the seed orthogonal array. We also discuss the
proof of correctness of the algorithm. In the Results section we provide a list
of new orthogonal arrays generated using this algorithm, that are currently not
present in the libraries of orthogonal arrays.
