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Frontiers in Energy

Front. Energy    2018, Vol. 12 Issue (1) : 178-184     https://doi.org/10.1007/s11708-018-0523-9
RESEARCH ARTICLE |
Realization of energy-saving glass using photonic crystals
Yen-Hsiang CHEN1(), Li-Hung LIAO1, Yu-Bin CHEN2
1. Department of Mechanical Engineering, Cheng Kung University, Tainan 701, Taiwan, China
2. Department of Power Mechanical Engineering, TsingHua University, Hsinchu 300, Taiwan, China
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Abstract

This work successfully developed an energy-saving glass with wavelength selectivity. The glass is composed of a SiO2 substrate and two layers of three-dimensional photonic crystals. Each crystal is composed of identical and transparent polystyrene spheres after their self-assembling. The glass then possesses dual photonic band gaps in the near-infrared region to suppress penetration of thermal radiation. Experimental results show that the energy-saving glass decreases temperature increment in a mini-house. Moreover, the temperature after thermal equilibrium is lower than that inside a counterpart using ordinary glass.

Keywords energy-saving glass      photonic crystals      polystyrene spheres      self-assembly     
Corresponding Authors: Yen-Hsiang CHEN   
Online First Date: 12 January 2018    Issue Date: 08 March 2018
 Cite this article:   
Yen-Hsiang CHEN,Li-Hung LIAO,Yu-Bin CHEN. Realization of energy-saving glass using photonic crystals[J]. Front. Energy, 2018, 12(1): 178-184.
 URL:  
http://journal.hep.com.cn/fie/EN/10.1007/s11708-018-0523-9
http://journal.hep.com.cn/fie/EN/Y2018/V12/I1/178
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Yen-Hsiang CHEN
Li-Hung LIAO
Yu-Bin CHEN
Fig.1  Schematic view of a 3D PC composed of two dielectric rectangular pillars
Fig.2  Band diagram of the 3D PC, which is composed of polystyrene spheres and air
Diameter/nm Bandgap/nm
508 1130 - 1210
707 1572 - 1683
Tab.1  Numerical predictions for bandgaps of two commercially available polystyrene spheres.
Fig.3  Sketch of fabrication system for PCs
Fig.4  SEM images of fabricated PCs composed of polystyrene spheres
Fig.5  Prototype of energy-saving glass developed
Fig.6  Transmittance spectra through PCs and the energy-saving glass sample
Fig.7  Radiative heating experiment set-up
Fig.8  Temperature variation for a chamber mounting normal glass, PCs, or energy-saving glass prototype as its window
a Lattice period/m
B Magnetic flux density/(Wb•m?2)
c0 Light speed in vacuum (3×108 m/s)
D Electric displacement field/(C·m?2)
d Diameter of spheres/m
E Electric field/(V·m?1)
G, G?′ Reciprocal lattice vector/m?1
H Magnetic field/(V·m?1)
h Expansion coefficients
J Electric current density/(V·m?2)
j Square root of ?1
r Position vector/m
T Temperature/°C
t Time/s
Greek symbols
e0 Absolute permittivity (8.854 × 10-12 F/m)
εr Relative permittivity
λ Wavelength/m
μ0 Absolute permeability (4p× 10-7 N/A2)
μr Relative permeability
τ Transmittance
ω Frequency/(rad?s?1)
  
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