2020
DOI: 10.3390/e22121440
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Technological Research of a Clean Energy Router Based on Advanced Adiabatic Compressed Air Energy Storage System

Abstract: As a fundamental infrastructure of energy supply for future society, energy Internet (EI) can achieve clean energy generation, conversion, storage and consumption in a more economic and safer way. This paper demonstrates the technology principle of advanced adiabatic compressed air energy storage system (AA-CAES), as well as analysis of the technical characteristics of AA-CAES. Furthermore, we propose an overall architectural scheme of a clean energy router (CER) based on AA-CAES. The storage and mutual conver… Show more

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Cited by 6 publications
(10 citation statements)
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“…Some main simulation results can be compared between AA‐CAES in [5] and hybrid adiabatic compressed air energy storage (HA‐CAES) in Table 8. First, the RTE and EXE for each system are 95.5% and 55.9%, respectively.…”
Section: Numerical Resultsmentioning
confidence: 99%
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“…Some main simulation results can be compared between AA‐CAES in [5] and hybrid adiabatic compressed air energy storage (HA‐CAES) in Table 8. First, the RTE and EXE for each system are 95.5% and 55.9%, respectively.…”
Section: Numerical Resultsmentioning
confidence: 99%
“…The energy analysis of the ST‐AA‐CAES under the first law of thermodynamics. It demonstrates the coupling of various components and the energy conversion process [5]. The outlet temperature of the compressor Tc,iout$T_{c,i}^{out}$ is followed by: Tc,ioutbadbreak=Tc,iin0.28em()1+1ηcom,i()βc,ik1k1,$$\begin{equation}T_{c,i}^{out} = T_{c,i}^{in}\;\left( {1 + \frac{1}{{{\eta _{com,i}}}}\left( {\beta _{c,i}^{\frac{{k - 1}}{k}} - 1} \right)} \right),\end{equation}$$where ηcom,i${\eta _{com,i}}$ represents the adiabatic efficiency of the i‐th stage of the compressor, βc,i${\beta _{c,i}}$ is the i‐th stage of the compressor pressure ratio and k is the adiabatic index, and which is estimated by ηcom,ibadbreak=hout,shinhouthin0.28em,$$\begin{equation}{\eta _{com,i}} = \frac{{{h_{out,s}} - {h_{in}}}}{{{h_{out}} - {h_{in}}}}\;,\end{equation}$$where hin${h_{in}}$ and hout${h_{out}}$ are outlet and inlet enthalpy, respectively.…”
Section: Mathematical Model For Thermodynamic and Exergy Analysismentioning
confidence: 99%
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