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String solvers are automated-reasoning tools that can solve combinatorial problems over formal languages. They typically operate on restricted first-order logic formulas that include operations such as string concatenation, substring relationship, and regular expression matching. String solving thus amounts to deciding the satisfiability of such formulas. While there exists a variety of different string solvers, many string problems cannot be solved efficiently by any of them. We present a new approach to string solving that encodes input problems into propositional logic and leverages incremental SAT solving. We evaluate our approach on a broad set of benchmarks. On the logical fragment that our tool supports, it is competitive with state-of-the-art solvers. Our experiments also demonstrate that an eager SAT-based approach complements existing approaches to string solving in this specific fragment.

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