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The stacking pattern of a simple cubic s...

The stacking pattern of a simple cubic structure is

A

`ABCABC`

B

`ABABAB…..`

C

`"AAAAAA"….`

D

`"AABBAA"….`

Text Solution

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The correct Answer is:
To understand the stacking pattern of a simple cubic structure, we can break it down into the following steps: ### Step-by-Step Solution: 1. **Understanding the Simple Cubic Structure**: - In a simple cubic structure, the unit cell is a cube. The atoms are located at each of the eight corners of the cube. 2. **Visualizing the Arrangement**: - Imagine the atoms as spheres. In a two-dimensional representation, these spheres are arranged in a square pattern, where each corner of the square represents an atom. 3. **Layering the Atoms**: - When we stack these spheres in three dimensions, we can visualize the first layer of atoms (let's call it layer A) being placed at the corners of the cube. 4. **Identifying the Second Layer**: - The second layer of atoms is also placed in the same manner as the first layer. Therefore, the second layer is also designated as layer A. 5. **Continuing the Stacking**: - This pattern continues for the third layer, which again is layer A. Thus, all layers in a simple cubic structure are identical and follow the same arrangement. 6. **Final Stacking Pattern**: - The stacking pattern can be represented as A-A-A, indicating that every layer is the same (layer A). ### Final Answer: The stacking pattern of a simple cubic structure is A-A-A, where all layers are identical.

To understand the stacking pattern of a simple cubic structure, we can break it down into the following steps: ### Step-by-Step Solution: 1. **Understanding the Simple Cubic Structure**: - In a simple cubic structure, the unit cell is a cube. The atoms are located at each of the eight corners of the cube. 2. **Visualizing the Arrangement**: ...
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Knowledge Check

  • The stacking pattern of body contered cubic structure is

    A
    `"AAAAAA"…..`
    B
    `ABCABCABC….`
    C
    `"ABBAEE"….`
    D
    `ABABAB…..`
  • Ratio of the total volume of bcc to simple cubic structure is

    A
    `3sqrt3:8`
    B
    `8:3sqrt3`
    C
    `24sqrt3:1`
    D
    `1:24sqrt3`
  • What will be the ratio of the total volume of bcc to simple cubic structure is?

    A
    `3 sqrt(3) :8`
    B
    `1 : 24 sqrt(3)`
    C
    `24 sqrt(3) : 1`
    D
    `8:3 sqrt(3)`
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