Practice Problem Set _2

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211

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Chemistry

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Nov 24, 2024

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Practice Problem Set #2 MIAE 221 Fall 2020 Problem 1 Determine the miller indices for planes A, B and C. Problem 2 Determine the indices for directions A, B and C. Problem 3 a) Derive linear density expressions for BCC [111] and [221] directions in terms of the atomic radius (R). Write down the indices for all the directions having the same linear density as [221] direction. b) Derive planar density expressions for BCC ( 110 ) and (111) planes in terms of the atomic radius (R). Write down the indices for all the planes having the same planar density as (110) plane.
Practice Problem Set #2 MIAE 221 Fall 2020 Problem 4 At room temperature, pure iron has a BCC crystal structure, a density of 7.86g/cm 2 and atomic weight of 55.85 g/mol. a) Calculate the radius of the iron atom at room temperature. b) At 912 ° C, the crystal structure of iron changes to FCC. Name this phenomenon. c) Neglecting the temperature dependence of the radius of the iron atom, calculate the density of the FCC iron. d) Based on the results of part c), determine whether iron expands or contracts when it transforms from the BCC to the FCC structure. Problem 5 In a diffraction experiment, a sample of FCC thorium ( R = 0.1801 nm) is irradiated with a monochromatic radiation of wavelength 0.1476 nm. Determine the diffraction angle for the first- order reflection from (220) set of planes. Problem 6 For each of the following types of defects, give one example with a brief explanation. a. 0-dimensional defect (i.e. Point defect) b. 1-dimentional defect (i.e. line defect) c. 2-dimensional defect (i.e. Interfacial defect) Problem 7 For a particular metal, there is one vacancy every 10,000 atoms at 800 ° C. At what temperature will there be 1 vacancy every 1000 atoms?
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