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用量子理论新方法研究电子衍射问题

Research on Diffraction of Low-energy Neutron with a New Approach of Quantum Theory
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摘要 利用量子理论新方法研究电子的单缝、双缝和三缝衍射问题,结果表明:(1)在单缝衍射中,增加缝厚度可改变衍射条纹的强度和形状;(2)在双缝衍射中,当缝宽a和缝间距d满足(a+d)/a=n(n=1,2,3,…)时,其衍射图产生级数为n,2n,3n,…的缺级;当(a+d)/a≠n(n=1,2,3,…)时,无缺级现象;(3)在双缝衍射中,衍射条纹强度和形状随缝厚度的增加均发生变化,同时缺级现象随缝厚度的增加而消失;(4)在三缝衍射中,缝厚度的变化也影响条纹的强度和形状,并在2个主极大间有1个次极大和2个最小值. We studied electron single-slit, double-slit approach and obtained the following results. ( 1 ) For and three-slit diffraction with a new quantum mechanics single-slit diffraction, the thickness of the single-slit can make a large impact on the diffraction intensity and pattern. (2) For double-slit diffraction, when the ratio of (a + d)/a = n (n = 1,2,3,…), orders n,2n, 3n,… are missing in diffraction pattern, when the ratio of ( a + d)/a ≠ n ( n = 1,2,3,… ), there isn' t missing order in diffraction pattern. ( 3 ) For double-slit diffrac- tion, it can be found that when the thickness of the double-slit increases, the diffraction intensity and pattern will be changed, and when the thickness of the double-slit increases, the missing order phenomena disappear. (4) For three-slit diffraction, when the thickness of the slit increases, the diffraction intensity and pattern will be changed, and there is one secondary maxima and two minima between the two principle maxima.
出处 《吉林大学学报(理学版)》 CAS CSCD 北大核心 2008年第2期304-310,共7页 Journal of Jilin University:Science Edition
基金 吉林省教育厅科技计划项目基金(批准号:2006016)
关键词 物质波 衍射 量子理论 matter-wave diffraction quantum theory
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  • 1Carnal O, Mlynek J. Young' s Double-slit Experiment with Atoms: a Simple Atom Interferometer [ J ]. Phys Rev Lett, 1991, 66(21) : 2689-2692.
  • 2Schollkopf W, Toennies J P. Nondestructive Mass Selection of Small Van der Waals Clusters [ J ]. Science, 1994, 266(5189) : 1345-1348.
  • 3Arndt M, Nairz O, Voss-Andreae J, et al. Wave-particle Duality of C60 Molecules [ J]. Nature, 1999, 401(14): 680-682.
  • 4Nairz O, Arndt M, Zeilinger A. Experimental Challenges in Fullerene Interferometry [ J]. J Mod Opt, 2000, 47(14) : 2811-2821.
  • 5Kunze S, Dieckmann K, Rempe G. Diffraction of Atoms from a Measurement Induced Grating [ J]. Phys Rev Lett, 1997, 78(11): 2038-2041.
  • 6Brezger B, Hackermuller L, Uttenthaler S, et al. Matter-wave Interferometer for Large Molecules [ J]. Phys Rev Lett, 2002, 88(I0) : 100404.
  • 7Sanz A S, Borondo F, Bastiaans M J. Loss of Coherence in Double-slit Diffraction Experiments [ J ]. Phys Rev A, 2005, 71 (4) : 042103.
  • 8Schwartz M. Principles of Electrodynamics [ M ]. Oxford : Oxford University Press, 1972 : 273-286.

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