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2. Cohesive energy of bcc and fcc neon. Using the Lennard-Jones potential, calculate the ratio of the cohesive energies of neon in the bcc and fcc structures (Answer: 0.956). The lattice sums for the bcc structures are: Σ'p° = 12.2533. Σ'12 j = 9.11418;

2. Cohesive energy of bcc and fcc neon. Using the Lennard-Jones potential, calculate the ratio of the cohesive energies of neon in the bcc and fcc structures (Answer: 0.956). The lattice sums for the bcc structures are: Σ'p° = 12.2533. Σ'12 j = 9.11418;

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2. Cohesive energy of bcc and fcc neon. Using the Lennard-Jones potential, calculate the ratio of the cohesive energies of neon in the bcc and fcc structures (Answer: 0.956). The lattice sums for the bcc structures are: Σ'p° = 12.2533. Σ'p, ¹² = 9.11418; j
Transcribed Image Text:2. Cohesive energy of bcc and fcc neon. Using the Lennard-Jones potential, calculate the ratio of the cohesive energies of neon in the bcc and fcc structures (Answer: 0.956). The lattice sums for the bcc structures are: Σ'p° = 12.2533. Σ'p, ¹² = 9.11418; j
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