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Pregled bibliografske jedinice broj: 91609

Correlation between diffraction of light by circular aperture and close-range interaction energy of two charged spheres


Paar, Vladimir; Pavin, Nenad; Pavlovski, Kresimir; Rubcic, Antun; Rubcic, Jasna
Correlation between diffraction of light by circular aperture and close-range interaction energy of two charged spheres // Fizika A, 10 (2001), 4; 141-154 (podatak o recenziji nije dostupan, članak, znanstveni)


Naslov
Correlation between diffraction of light by circular aperture and close-range interaction energy of two charged spheres
(Correlation between diffractionof light by circular aperture and close-range interaction energy of two charged spheres)

Autori
Paar, Vladimir ; Pavin, Nenad ; Pavlovski, Kresimir ; Rubcic, Antun ; Rubcic, Jasna

Izvornik
Fizika A (1330-0008) 10 (2001), 4; 141-154

Vrsta, podvrsta i kategorija rada
Radovi u časopisima, članak, znanstveni

Ključne riječi
Circularaperture; diffraction minima;two uniformly charged spheres; electrostatic interaction energy; positive and negative part of Coulomb potential energy; coorelation
(Circular aperture; diffraction minima; two uniformly charged spheres; electrostatic interaction energy; positive and negative part of Coulomb potential energy; correlation)

Sažetak
It is shown that the coefficients A_k of angles theta_k,corresponding to the minima of light intensity in the diffraction by circular aperture, can successfully be described by a function which appears in the electrostatic interaction energy between two uniform surface-charged spheres.The coefficient A_k defines the angle theta_k by sin theta_k = A_k lambda/d,k=1,2,3,...,where lambda is the wavelength of light and d is the diameterer of the aperture. These coefficients may be correlated with a dimensionless function f_b/R,encountered in the relation of the interaction energy terms of two spheres of equal radii R,with uniformly-distributed surface charges q and q' and at a mutual distance b. The total interaction energy, i.e. the Coulomb potential energy,is W = qq'/4piepsilon_0b,where epsilon_0 is the permitivity of vacuum. This energy contanis two terms, a positive one W+=Wf_b/R and negative one W-=W(1-f_b/R).The correlation between A_k and the function f_b/R is given by A_k-k=u+vf_b?r,k, where u and v are constants. Coefficients A_k obtained by this correlation agree with those defined by a diffraction method within an error of 10-3 % at k=1, and gradually diminishing to 10-4 % at k=10.

Izvorni jezik
Engleski

Znanstvena područja
Fizika



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