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Problem 1 continued Three Dimensions Suppose you stack close-packed planes of atoms in an ABABAB stacking sequence, such that atoms of plane B fit into the valleys between atoms of plane A. (c) Describe the lattice and basis of this structure. (d) Define the unit cell parameters of this structure in terms of the axial lengths and axial angles. Note: Please assume the ideal ratio, c/a,=1.633

Problem 1 continued Three Dimensions Suppose you stack close-packed planes of atoms in an ABABAB stacking sequence, such that atoms of plane B fit into the valleys between atoms of plane A. (c) Describe the lattice and basis of this structure. (d) Define the unit cell parameters of this structure in terms of the axial lengths and axial angles. Note: Please assume the ideal ratio, c/a,=1.633

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Problem 1 continued Three Dimensions Suppose you stack close-packed planes of atoms in an ABABAB stacking sequence, such that atoms of plane B fit into the valleys between atoms of plane A. (c) Describe the lattice and basis of this structure. (d) Define the unit cell parameters of this structure in terms of the axial lengths and axial angles. Note: Please assume the ideal ratio, co/a,=1.633
Transcribed Image Text:Problem 1 continued Three Dimensions Suppose you stack close-packed planes of atoms in an ABABAB stacking sequence, such that atoms of plane B fit into the valleys between atoms of plane A. (c) Describe the lattice and basis of this structure. (d) Define the unit cell parameters of this structure in terms of the axial lengths and axial angles. Note: Please assume the ideal ratio, co/a,=1.633
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