2018
DOI: 10.1016/j.matchemphys.2018.05.071
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Effect of size and dimension dependent specific heat on thermal conductivity of nanostructured semiconductors

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Cited by 11 publications
(5 citation statements)
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“…Since the bottle is a cylinder, with an incident angle θ of the sunlight, the illumination volume ratio is where , , R is the radius of the bottle, and h is the height. Since the heat transfer coefficient of QDs with different sizes can be expressed as , ( N surface is the number of atoms on the surface of the QD, and N total is the number of atoms in one single QD.) and it should be scaled with 2 for the effective surface area for heat diffusion is twice the area for heat absorption from sunlight, the total rate of heat gain would be where h ab refers to the heat-absorbing coefficient (assumed constant in the present work though could be expressed by the Mie theory), m is the total mass of the QDs injected, ρ is the density of QDs, and r is the radius.…”
Section: Resultsmentioning
confidence: 99%
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“…Since the bottle is a cylinder, with an incident angle θ of the sunlight, the illumination volume ratio is where , , R is the radius of the bottle, and h is the height. Since the heat transfer coefficient of QDs with different sizes can be expressed as , ( N surface is the number of atoms on the surface of the QD, and N total is the number of atoms in one single QD.) and it should be scaled with 2 for the effective surface area for heat diffusion is twice the area for heat absorption from sunlight, the total rate of heat gain would be where h ab refers to the heat-absorbing coefficient (assumed constant in the present work though could be expressed by the Mie theory), m is the total mass of the QDs injected, ρ is the density of QDs, and r is the radius.…”
Section: Resultsmentioning
confidence: 99%
“…the radius of the bottle, and h is the height. Since the heat transfer coefficient of QDs with different sizes can be expressed as ( ) 44 (N surface is the number of atoms on the surface of the QD, and N total is the number of atoms in one single QD.) and it should be scaled with 2 for the effective surface area for heat diffusion is twice the area for heat absorption from sunlight, the total rate of heat gain would be…”
Section: ■ Results and Discussionmentioning
confidence: 99%
“… is the height. Since that the heat transfer coefficient of NPs with different sizes can be expressed as ( is the number of surface atoms, and is the number of atoms in one single NP) and it should be scaled with 2 because the effective surface area for heat diffusion is twice the area for heat absorption from sunlight, the total rate of heat gain would be where refers to the heat-absorbing coefficient (assumed constant in the present work though could be expressed by the Mie theory), is the total mass of the AuNPs injected, is the density of gold, and is the radius of the AuNPs. The above case is for the assumption where the radius of all AuNPs is identical.…”
Section: Resultsmentioning
confidence: 99%
“…h is the height. Since that the heat transfer coefficient of NPs with different sizes can be expressed as ( ) 27 (N surface is the number of surface atoms, and N total is the number of atoms in one single NP) and it should be scaled with 2 because the effective surface area for heat diffusion is twice the area for heat absorption from sunlight, the total rate of heat gain would be…”
Section: ■ Results and Discussionmentioning
confidence: 99%
“…The observed value of thermal conductivity by considering the Umklapp processes the dominant scattering mechanism 2.9036 W/mK at room temperature. Besides, low thermal materials are desired to make any material more efficient[26].It is clear from fig.5(a) that GaAsSb alloy specific heat decrease for a higher value of antimony composition at room temperature. It is clear from the equation that specific heat is inversely proportional to the GaAsSb semiconductor alloy density.…”
mentioning
confidence: 99%