Explanation The spacing between the crystals can be calculated by using expression for X-rays diffraction. Write the expression for X-ray diffraction. m λ = 2 d sin ϕ Here, m is an integer, λ is the wavelength, d is the spacing between crystals and ϕ is the angle between incident light and the surface. Rearrange above expression for d . d = m λ 2 sin ϕ (I) Conclusion: Substitute 2 for m , 0.0973 nm for λ and 23.4 ° for ϕ in equation (I)

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Chapter 35, Problem 81GP

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The spacing between crystal planes.

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Chapter 35, Problem 80GP

Chapter 35, Problem 83GP

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Chapter 35 Solutions

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Ch. 35.1 - Single-slit diffraction maximum. Light of...Ch. 35.4 - Green light (550 nm) passes through a...Ch. 35.5 - What is the resolving power of a microscope with a...Ch. 35.10 - Prob. 1DE Ch. 35.11 - CONCEPTUAL EXAMPLE 3514 Three Polaroids. We saw in...Ch. 35 - Radio waves and light are both electromagnetic...Ch. 35 - Hold one hand close to your eye and focus on a...Ch. 35 - Explain why diffraction patterns are more...Ch. 35 - For diffraction by a single slit, what is the...Ch. 35 - Describe the single-slit diffraction pattern...

Ch. 35 - What happens to the diffraction pattern of a...Ch. 35 - In the single-slit diffraction pattern, why does...Ch. 35 - Discuss the similarities, and differences, of...Ch. 35 - Figure 3510 shows a two-slit interference pattern...Ch. 35 - When both diffraction and interference are taken...Ch. 35 - Does diffraction limit the resolution of images...Ch. 35 - Give at least two advantages for the use of large...Ch. 35 - Atoms have diameters of about 108 cm. 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The spacing between crystal planes.

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Chapter 35 Solutions