A previously employed anisotropic (quasi-) PML for conformal terminations is shown to be the large radius of curvature approximation of the anisotropic conformal PML derived herein. 1998 John Wiley & Sons, Inc. Microwave Opt Technol Lett 17: 231鈥 236, 1998....
The lens maker’s formula involves the focal length, refractive index of the material of the lens and the radius of curvature of the two surfaces of the lens. This formula is derived from the refraction of light on the two spherical surfaces of a lens. In Fig. refraction of light at the...
Now, we denote the properties of the largest diameter tube with the special subscript, “d”. So the largest diameter tube has a radius of rd and a length of Ld. The subscript “d” anticipates the relationship with Pd, the minimum entry pressure for mercury (threshold pressure) where in...
way affecting the conclusions of this paper. Further, the first non-vanishing derivative in the series expansion in (5) should be negative, as we will consider only density functions which decrease as one moves out from the center. According to (3) the area radius of the shell r shr...
volume;(ii)Theprocessreliesonevolutionofgrainsconstitutingaspecimeninsuchawaythatthemeanradius ofthegrains(bubbles)hastogrowintimewhereastheirtotalnumberhastodecrease;(iii)Anobservedphysical tendencywhilegoingoversufficientnumberoftimeintervalsisadropofthegrain(bubble)surfacefreeenergyin ...
It is known that the surface tension and the line tension depend on the radius of curvature of the liquid-vapor interface or the three-phase contact line. For nano-scale wetting phenomena, we should consider the curvature effects of the surface tension and the line tension. Thus, classical ...
A previously employed anisotropic (quasi-) PML for conformal terminations is shown to be the large radius of curvature approximation of the anisotropic conformal PML derived herein. 漏 1998 John Wiley & Sons, Inc. Microwave Opt Technol Lett 17: 231鈥 236, 1998....
It is known that the surface tension and the line tension depend on the radius of curvature of the liquid–vapor interface or the three-phase contact line. For nano-scale wetting phenomena, we should consider the curvature effects of the surface tension and the line tension. Thus,\nclassical...
Derivation of the linear relationship between SWCNTs functionalization energies and sidewall curvatureSWCNTFunctionalization energiesHardnessRadius of a nanotubeA simple linear relationship between the functionalization reaction energies for the exohedral monovalent addition on the surface of an ideal, infinitely ...
Now, we denote the properties of the largest diameter tube with the special subscript, “d”. So the largest diameter tube has a radius of rd and a length of Ld. The subscript “d” anticipates the relationship with Pd, the minimum entry pressure for mercury (threshold pressure) where in...