Climate Adaptive Infrastructure

infrastructureresiliencesustainability
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Team: Dr. Negar Soheili, Lisa Bonnett

Overview

This project builds a decision intelligence framework for designing infrastructure that adapts to changing climate conditions. Traditional infrastructure design uses static assumptions about climate - our framework incorporates dynamic climate projections and uncertainty quantification to produce designs that remain effective across a range of future scenarios.

Approach

We formulate multi-stage stochastic optimization models that incorporate climate projection ensembles from leading Earth system models. Self-adapting approximation algorithms allow us to solve these massive optimization problems efficiently, while real options analysis quantifies the value of building in adaptive capacity (e.g., designing a bridge that can be cost-effectively raised if sea levels exceed initial projections).

Impact

The framework has been applied to coastal flood protection design, demonstrating that adaptive strategies can reduce lifecycle costs by 20-35% compared to robust design approaches that over-build for worst-case scenarios. We are collaborating with civil engineering firms to integrate the framework into standard design workflows.

Related Publications

Self-guided approximate linear programs: randomized multi-shot approximation of discounted Markov decision processes

P. Pakiman, S. Nadarajah, N. Soheili, and Q. Lin

Management Science

Self-adapting robustness in demand learning

B. Chen, P. Pakiman, S. Nadarajah, and S. Jasin

Manufacturing & Service Operations Management

Delayed allocation in marginalized flow models for weakly coupled Markov decision processes

S. Nadarajah and A. Cire

Management Science

Self-adapting network relaxations for weakly coupled Markov decision processes

S. Nadarajah and A. Cire

Management Science

Back to the future: Revisiting a pioneering approximation of average cost Markov decision processes using a multi-shot perspective

P. Pakiman and S. Nadarajah

Operations Research

Revisiting approximate linear programming: constraint violation learning with applications to inventory control and energy storage

Q. Lin, S. Nadarajah, and N. Soheili

Management Science