This article reports on an approach for the VeRoLog Solver Challenge 2019: the fourth solver challenge facilitated by VeRoLog, the EURO Working Group on Vehicle Routing and Logistics Optimization. The authors were awarded third place in this challenge. The routing challenge involved solving two interlinked vehicle routing problems for equipment: one for distribution (using trucks) and one for installation (using technicians). We describe our solution method, based on a matheuristics approach in which the overall problem is heuristically decomposed into components that can then be solved by formulating them as set partitioning problems. To solve these set partitioning problems we introduce a novel method we call “columnwise neighborhood search,” which allows us to explore a large neighborhood of the current solution in an exact manner. By iteratively applying mixed‐integer programming methods, we obtain good quality solutions to our subproblems. We then use a simple local search “fusion” heuristic to further improve the solution to the overall problem. Besides introducing and discussing this solution method, we highlight the problem instances for which our approach was particularly successful in order to obtain general insights about our methodology.