(c) Calculated intensity pattern for two slits of width a and separation d = 4a, including both interference and diffraction effects Calculated. intensity "Envelope" of intensity function
(c) Calculated intensity pattern for two slits of width a and separation d = 4a, including both interference and diffraction effects Calculated. intensity "Envelope" of intensity function
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In Fig the central diffraction maximum contains exactly seven interference fringes, and in this case d/a = 4. (a) What must the ratio d/a be if the central maximum contains exactly five fringes? (b) In the case considered in part (a), how many fringes are contained within the first diffraction maximum on one side of the central maximum?
Transcribed Image Text:(c) Calculated intensity pattern for two slits
of width a and separation d = 4a, including
both interference and diffraction effects
Calculated.
intensity
"Envelope" of
intensity function
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