Lesson 7 Flashcards

1
Q

Categories of Solids

A

Crystalline Solid

Amorphous Solid

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2
Q

a solid that Has rigid and long-range order and its atoms, molecules, or ions occupy specific
positions.

A

crystalline solid

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3
Q

In crystalline solid, The arrangement of particles is such that the net attractive intermolecular forces
are at their ___________.

The molecular forces responsible for the stability of a crystal can be ionic forces,
covalent bonds, van der Waals forces, hydrogen bonds, or a combination of these
forces.

A

maximum

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4
Q

A solid where there is an absence of a well-defined arrangement and long-range
molecular order

A

amorphous solid

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5
Q

Atoms or ions (described as crystalline structures) are thought of as being solid
spheres having well-defined diameters. This is known as the ____________ in which spheres representing
nearest-neighbor atoms touch one another.

A

atomic hard-sphere model

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6
Q

means a three- dimensional array of points coinciding with atom positions or
sphere centers.

A

lattice

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7
Q

A __________ is the basic structural (repeating) unit of a crystalline solid.

A

unit cell

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8
Q

Angle α is defined by edges ________
Angle β by edges _______
Angle γ by edges__________

A

-b and c
-a and c
-a and b

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9
Q

The Seven Types of Unit Cells

A

simple cubic
tetragonal
orthorhombic
rhombohedral
monoclinic
triclinic
hexagonal

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10
Q

____________ is a crystal structure with atoms located at each of
the corners and the center of all the cube faces.

A

face-centered cubic (FCC)

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11
Q

Some familiar metals having this crystal structure are ___________________

A

copper, aluminum, silver, and
gold.

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12
Q

The is a crystal structure with atoms located at each of
the corners and the center of all the cube faces.

A

face-centered cubic (FCC)

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13
Q

FCC area formula

A

a=2Rsqrt2

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14
Q

number of atoms per unit cell formula

A

Ni + (Nf/2)+(Nc/8)

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15
Q

Number of atoms in FCC

A

4

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16
Q

Two Important Characteristics of Crystal Structure

A

-coordination number
-atomic packing factor

17
Q

______________ (for metals) wherein each atom has the same
number of nearest-neighbor or touching atoms;

A

coordination number

18
Q

is the sum of the sphere volumes of
all atoms within a unit cell (assuming the atomic hard-sphere model) divided
by the unit cell volume.

A

atomic packing factor

19
Q

apf formula

A

volume of the atoms in a unit cell/ total unit of cell volume

20
Q

apf of fcc

A

0.74

21
Q

_____________ is a crystal structure that has a cubic unit cell with atoms located at all eight corners and a single atom
at the center of the cube.

A

body-centered cubic (BCC)

22
Q

bcc area

A

4R/sqrt3

23
Q

number of atoms of bcc

A

2

24
Q

atomic packing factor of bccsimple cubic (SC) crystal structure.

A

0.68

25
Q

The possibility of a unit cell that consists of atoms placed only at the corners of a cube
do exist and it is called the ___________

A

simple cubic (SC) crystal structure.

26
Q

the only simple-cubic element that has a
relatively low atomic packing factor.

A

polonium

27
Q

In the _____________________, the top and bottom faces of
the unit cell is consist of six atoms that form regular hexagons and surround a single
atom in the center.

A

hexagonal close-pack crystal structure (HCP)

28
Q

number of atoms in hexagonal close-pack crystal structure (HCP)

A

6

29
Q

refers to the scattering of X-rays by the units of a crystalline solid.

A

x-ray diffraction

30
Q

In 1912, _______, a German physicist recommended that
since the wavelength of X-rays is comparable in magnitude to the
distances between lattice points in a crystal, then the lattice
should be able to diffract X-rays.

A

Max von Laue

31
Q

Constructive interference (a) and destructive interference (b)

A

constructive: same direction kaya may sum
destructive: iba direction kayawalang sum

32
Q

Atoms in the
crystal absorb some of the
incoming radiation and then
reemit it; the process is called
the ______________

A

scattering of X rays.

33
Q

An ____________ basically tells us the relative electron densities at
various locations in a molecule.

A

electron-density contour map