4.7 Review

Review of the solar flux distribution in concentrated solar power: Non-uniform features, challenges, and solutions

Journal

APPLIED THERMAL ENGINEERING
Volume 149, Issue -, Pages 448-474

Publisher

PERGAMON-ELSEVIER SCIENCE LTD
DOI: 10.1016/j.applthermaleng.2018.12.006

Keywords

Concentrated solar power; Solar concentrator; Solar receiver; Non-uniform solar flux; Non-uniform temperature; Challenges and solutions

Funding

  1. Key Project of National Natural Science Foundation of China [51436007]
  2. Foundation for Innovative Research Groups of the National Natural Science Foundation of China [51721004]

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Concentrated solar flux distribution in the concentrated solar power (CSP) systems is extremely non-uniform, which can lead to high local temperature and large temperature gradient in solar receivers that will cause great challenges for the safety and efficient operation of the system. This paper introduces the non-uniform flux features in four CSP technologies including the parabolic-trough collector, the linear Fresnel collector, the solar power tower, and the parabolic-dish collector. Challenges including degeneration of the materials, thermal stress and deformation, and overburning are summarized. The corresponding solutions proposed to tackle these challenges are emphatically reviewed, and a recommendation for the optimization of the solar collector is provided from this review, which is that the solar flux distribution and the heat transfer ability of the heat transfer fluid (HTF) should match with each other as well as possible. From this point of view, the existing solutions are classified into two groups. One is optimizing the heat transfer ability of the HIT to match with the flux distribution, which is called the passive approach. The other is homogenizing the flux distribution to match with the heat transfer ability of the HIT, which is called the active approach. This review can help to have a better understanding of the non-uniform solar flux features in CSPs, and provide guidance for solving the corresponding challenges.

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