Extreme-Scale EV Charging Infrastructure Planning for Last-Mile Delivery Using High-Performance Parallel Computing
Waquar Kaleem, Taner Cokyasar, Jeffrey Larson, Omer Verbas, Tanveer Hossain Bhuiyan, Anirudh Subramanyam

TL;DR
This paper presents a scalable high-performance computing framework for planning large-scale EV charging infrastructure for last-mile delivery, effectively solving extremely large mixed-integer nonlinear problems with billions of variables.
Contribution
It introduces a novel Lagrangian-based dual decomposition method with parallel computing and a heuristic for feasible solutions, enabling solutions to problems previously too large to handle.
Findings
High-quality solutions for large-scale EV charging problems
Significant cost and congestion reductions with combined depot strategies
Framework handles billions of variables where existing methods fail
Abstract
This paper addresses stochastic charger location and allocation problems under queue congestion for last-mile delivery using electric vehicles (EVs). The objective is to decide where to open charging stations and how many chargers of each type to install, subject to budgetary and waiting-time constraints. We formulate the problem as a mixed-integer non-linear program, where each station-charger pair is modeled as a multiserver queue with stochastic arrivals and service times to capture the notion of waiting in fleet operations. The model is extremely large, with billions of variables and constraints for a typical metropolitan area; even loading the model in solver memory is difficult, let alone solving it. To address this challenge, we develop a Lagrangian-based dual decomposition framework that decomposes the problem by station and leverages parallelization on high-performance…
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