2019
DOI: 10.1016/j.enconman.2018.12.005
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Modelling, simulation and thermal analysis of a solar dish/Stirling system: A case study in Natal, Brazil

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Cited by 38 publications
(18 citation statements)
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“…The characteristics of the Stirling engine can be investigated through its internal parameters including pressure, temperature, swept volume, and speed, etc. The Stirling engine performance including Iwamoto's dimensionless parameters, that is, shaft power ( P* ), speed ( N* ), and temperature ( T* ) are described by Equations () in terms of the internal parameters of engine including pressure, temperature, and speed 46 . The pressure, temperature, and speed of the Stirling engine increase with the intensity of solar radiations 38 …”
Section: Design Development and Performance Evaluation Of Csp‐dssmentioning
confidence: 99%
“…The characteristics of the Stirling engine can be investigated through its internal parameters including pressure, temperature, swept volume, and speed, etc. The Stirling engine performance including Iwamoto's dimensionless parameters, that is, shaft power ( P* ), speed ( N* ), and temperature ( T* ) are described by Equations () in terms of the internal parameters of engine including pressure, temperature, and speed 46 . The pressure, temperature, and speed of the Stirling engine increase with the intensity of solar radiations 38 …”
Section: Design Development and Performance Evaluation Of Csp‐dssmentioning
confidence: 99%
“…Fast-responding solenoid valves HV and LV are used to regulate the mean pressure p mean of the hydrogen in the engine cylinder by controlling the mass exchange rate gA HV and gA LV respectively [11]. The control law, described by Equations (6) and (7), is such that if a positive valve command c is given, HV will open to allow hydrogen to flow into the cylinder while LV will close. This will increase both the mass and mean pressure of the hydrogen in the cylinder.…”
Section: Hydrogen Supply System Modelmentioning
confidence: 99%
“…A thermal model of a cavity receiver is developed for optimization in [6] where radiative exchange is evaluated using the radiosity method. The authors in [7] show that the global energy efficiency ranges between 19% and 26%, which can be achieved through optimal design based on a modified Iwamoto model of a Stirling engine and a solar prediction model. Further increase of utilization and efficiency can be achieved by incorporating novel components such as a free-piston Stirling engine [8], high-temperature superconducting linear synchronous generator [9], or integrated thermal energy storage [10].…”
Section: Introductionmentioning
confidence: 99%
“…Castellanos et al [4] propose a mathematical DS model intended for the optimal opto-geometric design of the concentrator and heat receiver, and the model is validated experimentally in [5]. A methodology is developed in [6] using a modified Iwamoto mathematical model of Stirling engine and a solar prediction model to evaluate the performance of a DS system. The authors show that global energy efficiency ranges between 19-26%.…”
Section: Introductionmentioning
confidence: 99%
“…The derivation of (6d) is provided in Section I of the Supplementary Materials, while the expressions of K hp , K hw , K mp and K mw are given in Appendix B.Using (A6) and (4)-(6), one can derive the transfer function between P DS and ω m * as (see Section II of the Supplementary Materials for details)…”
mentioning
confidence: 99%