Dynamic state-space modeling and model-based control design for loop heat pipes

TL;DR

This paper develops a new dynamic state-space model for loop heat pipes that includes fluid dynamics, enabling more effective model-based control design for temperature regulation in electronic cooling systems.

Contribution

The paper introduces a novel LHP state-space model incorporating fluid dynamics, facilitating improved robust nonlinear control design for temperature regulation.

Findings

The new model accurately simulates LHP behavior under disturbances.

The proposed control achieves better temperature regulation performance.

Enhanced robustness of the control system compared to previous models.

Abstract

For the thermal control of electronic components in aerospace, automotive or server systems, the heat sink is often located far from the heat sources. Therefore, heat transport systems are necessary to cool the electronic components effectively. Loop heat pipes (LHPs) are such heat transport systems, which use evaporation and condensation to reach a higher heat transfer coefficient than with sole heat conduction. The operating temperature of the LHP governs the temperature of the electronic components, but depends on the amount of dissipated heat and the temperature of the heat sink. For this reason, a control heater on the LHP provides the ability to control the operating temperature at a fixed setpoint temperature. For the model-based control design of the control heater controller, the current LHP state-space model in the literature focuses on the setpoint response without modeling the fluid's dynamics. However, the fluid's dynamics determine the disturbance behavior of the LHP. Therefore, the fluid's dynamics are incorporated into a new LHP state-space model, which is not only able to simulate the LHP behavior under disturbance changes, but is also used for the model-based design of a robust nonlinear controller, which achieves an improved control performance compared to the nonlinear controller based on the previous LHP state-space model.