Multi-valued logics have a long tradition in the literature on system verification, including run-time verification. However, comparatively fewer model-checking tools have been developed for multivalued specification languages. We present 3vLTL, a tool to generate Büchi automata from formulas in Linear-time Temporal Logic (LTL) interpreted on a three-valued semantics. Given an LTL formula, a set of atomic propositions as the alphabet for the automaton, and a truth value, our procedure generates a Büchi automaton that accepts all the words that assign the chosen truth value to the LTL formula. Given the particular type of the output of the tool, it can also be seamlessly processed by third-party libraries in a natural way. That is, the Büchi automaton can then be used in the context of formal verification to check whether an LTL formula is true, false, or undefined on a given model.3vLTL: A Tool to Generate Automata for Three-valued LTL Semantics. Formally we define the three-valued semantics for LT L as follows. Definition 3 (Satisfaction) The three-valued satisfaction relation |= 3 for a Transition Model M, path p ∈ S ω , atom q ∈ AP, v ∈ {tt, ff}, and formula ϕ is defined as follows:for some j ≥ 1, ((M, p ≥ j ) |= 3 ψ) = ff, and for all j ′ , 1 ≤ j ′ ≤ j ⇒ ((M, p ≥ j ′ ) |= 3 ψ ′ ) = ff In all other cases the value of ϕ is uu.