Strict Elimination of Double Traversals in Outer Subaisles and Two-Block Rectangular Warehouses
Authors
George Dunn
Elizabeth Stojanovski
Bishnu Lamichhane
Hadi Charkhgard
Ali Eshragh
Abstract
The order picking problem seeks the shortest warehouse route that visits all required item locations. Strict conditions are known for single-block rectangular layouts under which optimal routes never require double traversals, while broader results show they are avoidable only when cross-aisle connectivity is present. We strengthen these findings by proving that no double traversals are needed in the upper or lower subaisles of warehouses with at least two aisles, establishing strict conditions for both single and two-block layouts.
