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The coefficient of liner expansion of a cubical crystal along three mutually perpendicular direction is α1 αand α3. What is the coefficient of cubical expansion of crystal?
  • a)
    α+ α+ α3
  • b)
     
    α+ α- α3
  • c)
    α- α- α3
  • d)
     
    + α)/ α3
Correct answer is option 'A'. Can you explain this answer?
Most Upvoted Answer
The coefficient of liner expansion of a cubical crystal along three mu...
Cubical expansion means there is expansion is length (a1), breadth (a2) and height (a3). Therefore the net coefficient of cubical expansion is α1 + α2 + α3.
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The coefficient of liner expansion of a cubical crystal along three mu...
Calculation of Coefficient of Cubical Expansion
1. Given:
- Coefficient of linear expansion along three perpendicular directions: α1, α2, α3
2. Formula:
- The coefficient of cubical expansion (α) is given by the sum of the coefficients of linear expansion along three mutually perpendicular directions.
3. Calculation:
- α = α1 + α2 + α3
4. Final Answer:
- Therefore, the coefficient of cubical expansion of the crystal is α1 + α2 + α3, which corresponds to option A.
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The coefficient of liner expansion of a cubical crystal along three mutually perpendicular direction is α1α2andα3. What is the coefficient of cubical expansion of crystal?a)α1+ α2+ α3b)α1+ α2-α3c)α1-α2-α3d)(α1+ α2)/α3Correct answer is option 'A'. Can you explain this answer?
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