FIRST LESSON Flashcards

(29 cards)

1
Q

FIVE SYMMETRY ELEMENTS

A
  1. IDENTITY
  2. PROPER AXIS OR ROTATIONAL AXIS OF SYMMETRY
  3. PLANE OF SYMMETRY/ MIRROR PLANE
  4. CENTER OF SYMMETRY/INVERSION CENTER
  5. ROTOINVERSION
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2
Q
  • Corresponds to the operation of doing nothing to the object
A

identity

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2
Q

Every object has ____

A

identity

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3
Q

An object that requires rotation of a full 360 in order to restore it to its original appearance has no rotational
symmetry

A

 1- FOLD ROTATION AXIS

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3
Q

An imaginary line passing through the center of mass around which a rotation by 360°/n leaves an object in an orientation indistinguishable from the original.

A

PROPER AXIS OR ROTATIONAL AXIS OF SYMMETRY

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3
Q

If an object appears identical after a rotation of 180” that is twice in a 360 rotation,

A

 2- FOLD ROTATION AXIS

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4
Q

TWO PLANE OF SYMMETRY/ MIRROR PLANE

A

RECTANGULAR PLANE OF SYMMETRY
DIAGONAL PLANE OF SYMMETRY

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4
Q

Objects that repeat themselves upon rotation of 120

A

 3- FOLD ROTATION AXIS

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4
Q

If rotation of 60 deg about an axis causes the object to repeat itself

A

 6- FOLD ROTATION AXIS

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5
Q

If an object repeats itself after 90 deg of rotation

A

 4- FOLD ROTATION AXIS

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6
Q

An imaginary plane divides the crystal in two parts in such a way that one part is mirror of the other, the crystal is saidnto have a

A

PLANE OF SYMMETRY/ MIRROR PLANE

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6
Q

axis is the same as a center of symmetry.

A

 1- FOLD ROTOINVERSION

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7
Q

is such a point that any line drawn through it touches the surface of crystal at equal distance in both directions.

A

CENTER OF SYMMETRY/INVERSION CENTER

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8
Q

A combination of rotation with a center of inversion.

A

ROTOINVERSION

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9
Q

involves first rotating the object by 180°then inverting it through an inversion center.

A

 2- FOLD ROTOINVERSION

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10
Q

This involves rotating the object by 120°(360/120), and inverting through a center.

A

 3-FOLD ROTOINVERSION

11
Q

This involves rotation of the object by 90°then inverting. through a center

A

 4- FOLD ROTOINVERSION

11
Q

_____ axis involves rotating the object by 60 and inverting through a center.

A

6-fold rotoinversion

12
Q

is a set of axes. In other words, the structure is an ordered array of atoms, ions or molecules

A

CRYSTAL SYSTEM

13
Q

Two of the three axes are equal in length and all three axes are perpendicular to one another.

13
Q

is obtained by attaching atoms, groups of atoms or molecules. This structure occurs from the intrinsic nature of the constituent particles to produce symmetric patterns.

A

Crystal Structure

14
Q

All three axes are unequal in length and all are perpendicular to one another

14
Q

7 SEVEN PRIMITIVE CRYSTAL SYSTEM

A
  1. ISOMETRIC (CUBIC)
  2. TETRAGONAL
  3. ORTHORHOMBIC
  4. HEXAGONAL
  5. TRICLINIC
  6. MONOCLINIC
  7. RHOMBOHEDRAL (TRIGONAL)
15
Q

All three axes are equal in length and all are perpendicular to one another

A
  1. ISOMETRIC (CUBIC)
15
Of four axes three are equal in length, are separated by equal angles and lie in the same plane. The fourth axis is perpendicular to the plane of the other three axes.________ cells have lattice points in each of the two six-sided faces.
4. HEXAGONAL
15
All three axes are unequal in length and none is perpendicular to another.
5. TRICLINIC
15
three axes are unequal in length and two axes are perpendicular to each other
6. MONOCLINIC
15
All three axes are of equal length and none of the axes is perpendicular to another but the crystal faces all have the same size and shape.
7. RHOMBOHEDRAL (TRIGONAL)
15
Importance of Crystallography in Engineering
* Crystallography is useful in phase identification. * When manufacturing or using a material, it is generally desirable to know what compounds and what phases are present in the material, as their composition. structure and proportions will influence the material's properties.