Analysis on the optimum matching of collector and storage size of solar water heating systems in building space heating applications

• Published in: Building simulation 2018-06, Vol.11 (3), p.549-560
• Main Authors: Guo, Fang, Zhang, Junyue, Shan, Ming, Yang, Xudong
• Format: Article
• Language: English
• Subjects: Atmospheric Protection/Air Quality Control/Air Pollution; Building Construction and Design; Dynamic characteristics; Energy flow; Engineering; Engineering Thermodynamics; Heat and Mass Transfer; Heat loss; Heat storage; Heating; Heating load; Heating systems; Matching; Monitoring/Environmental Analysis; Optimization; Overheating; Research Article; Solar heating; Solar radiation; Space heating; Temporal distribution; Water heaters; Water heating
• ISSN: 1996-3599; 1996-8744
• DOI: 10.1007/s12273-018-0429-9

The overall thermal performance of a solar water heating (SWH) system is significantly affected by the mismatch between the temporal distribution of solar radiation and the heating load. Therefore, a favorable correlation between the collector and storage size should be generated based on the dynamic characteristics of the system. This study focuses on the optimal matching of solar collector area with storage volume for an SWH system (with short-term heat storage capability) for a space heating application. A simplified model of an SWH system based on hourly energy flow is established. System control strategy is integrated into the model in a simple manner without sacrificing computing speed. Based on this model, the combined effect of collector area and storage volume on system thermal performance and economy is analyzed, and a simple procedure for determining the optimal system size is illustrated. A case study showed that for an SWH system utilized for space heating application, the optimized ratio between storage volume and collector area is dependent on the total collector area of the system, and is dominated by the requirement of overheating prevention. The minimum storage volume for a specific collector area that can prevent the storage tank from being overheated can be adopted as the optimum storage volume for that collector area. The optimum ratio between storage volume and collector area increases as the collector area increases. Therefore, a trade-off between heat collection and heat loss has to be made while attempting to increase solar fraction by improving collector area.