Effect of thermal expansion coefficient on the stress distribution in solar panel

RETRACTED ARTICLE: Analytical and FE modelling of bidirectional stress distributions in adhesively bonded step-lap joints under thermo-mechanical loads

“…This concept gives a better performance to the bonded structure made with dissimilar adherents. The stress dispersion and the effect of CTE on the stress of multilayers structure of the solar panel under the temperature field using analytic method is investigated in the work of Wang [22]. An elastic analysis formula for bonded joints was developed by Romilly and Clark [23] to include the composite deformation mechanisms and the thermal residual strains that arise in hybrid metalcomposite joints.…”

Thermal fatigue behavior of C/C composites modified by SiC–MoSi2–CrSi2 coating

“…While that of modified C/C samples after thermal cycling between 1773 K and room temperature in air for 20 times can be characterized by a sloping and straight line, by reason that the oxidation process of C/C matrix is mainly controlled by the rate of O 2− reaction with C/C matrix [15]. Although modification by SiC-MoSi 2 -CrSi 2 multiphase coating could improve the thermal shock resistance of C/C samples, the existence of edges and corners on the surface of C/C samples would cause the stress concentration at the tip of these edges and corners due to the mismatch of thermal expansion coefficients between the coating (˛M oSi2 = 8.1 × 10 −6 K −1 , CrSi2 = 10.5 × 10 −6 K −1 , ˛S i = 2.6 × 10 −6 K −1 , ˛S iC = 4.5 × 10 −6 K −1 ,) and C/C composites (˛C /C = 1.0 × 10 −6 K −1 ) during thermal cycling [16][17][18]. Finally, large numbers of defects were formed in the coating, which led to the linear increasing of the weight loss.…”

Wave localization in randomly disordered layered three-component phononic crystals with thermal effects

“…The phase velocity, c, of the incident waves is taken as c = 800 m/s. The material constants are mainly from [34][35][36] and listed in Table 1. Figure 2 shows the localization factors and dispersion curves in the first Brillouin zone for the perfect threecomponent phononic crystals when the incident angle θ 0 = 10 • .…”