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Consider a cubic unit cell of lattice parameter a ∼5 Ȧ, subject to an X-ray diffraction experiment using Cu K αradiation. i) What is the volume of the unit cell in real space? ii) What is the volume of the reciprocal unit cell? iii) What is the total available volume within the limiting sphere? iv) From i-iii, approximately how many independent reflections do you expect to see in a typical Debye-Scherrer pattern? v) Including Friedel law, how many independent rings of intensities do you expect t

SOLVED: The scenario of questions 2 and 3 is somewhat unrealistic In real life, there are limiting factors (like the optical system of the eye creating blurriness) other than the fundamental physics we've considered at play According to Professor Geller; the real minimum angle for resolving objects isSelect one: a. approximately the same as the theoretical oneapproximately 3 times larger the the theoretical one C. approximately 10 times larger than the theoretical oneapproximately 100 times larg

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