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Robust Workload and Energy Management for Sustainable Data Centers
Abstract:
A large number of geo-distributed data centers begin to surge in the era of data
deluge and information explosion. To meet the growing demand in massive data
processing, the infrastructure of future data centers must be energy-efficient and
sustainable. Facing this challenge, a systematic framework is put forth in this
paper to integrate renewable energy sources (RES), distributed storage units,
cooling facilities, as well as dynamic pricing into the workload and energy
management tasks of a data center network. To cope with RES uncertainty, the
resource allocation task is formulated as a robust optimization problem
minimizing the worst-case net cost. Compared with existing stochastic
optimization methods, the proposed approach entails a deterministic uncertainty
set where generated RES reside, thus can be readily obtained in practice. It is
further shown that the problem can be cast as a convex program, and then solved
in a distributed fashion using the dual decomposition method. By exploiting the
spatio-temporal diversity of local temperature, workload demand, energy prices,
and renewable availability, the proposed approach outperforms existing
alternatives, as corroborated by extensive numerical tests performed using real
data.

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  • 1. Robust Workload and Energy Management for Sustainable Data Centers Abstract: A large number of geo-distributed data centers begin to surge in the era of data deluge and information explosion. To meet the growing demand in massive data processing, the infrastructure of future data centers must be energy-efficient and sustainable. Facing this challenge, a systematic framework is put forth in this paper to integrate renewable energy sources (RES), distributed storage units, cooling facilities, as well as dynamic pricing into the workload and energy management tasks of a data center network. To cope with RES uncertainty, the resource allocation task is formulated as a robust optimization problem minimizing the worst-case net cost. Compared with existing stochastic optimization methods, the proposed approach entails a deterministic uncertainty set where generated RES reside, thus can be readily obtained in practice. It is further shown that the problem can be cast as a convex program, and then solved in a distributed fashion using the dual decomposition method. By exploiting the spatio-temporal diversity of local temperature, workload demand, energy prices, and renewable availability, the proposed approach outperforms existing alternatives, as corroborated by extensive numerical tests performed using real data.