MOLECULES AND MATERIALS Flashcards
(81 cards)
three forms of the element carbon
Graphite, diamond, and fullerenes
___________ was named buckminsterfullerene due to its resemblance to geodesic domes
popularized by the architect ___________
C60, Buckminster Fuller
Fullerenes were discovered in _______ in the form of C60
1985
Carbon has long been used as a material in important applications
- Diamond is used in drill bits and jewelry
- Graphite is used in pencils, as a lubricant, and as a composite material
- Applications of fullerenes and nanotubes are still being explored
are maps showing which state or phase of a compound or an element will be most stable at a given combination of pressure and temperature
Phase Diagrams
The state or phase of a compound can be manipulated by changing
the temperature and pressure of the compound
Note that pressure is shown on a
______ scale
logarithmic
are a type of fullerene that have remarkable properties
Nanotubes
What property of carbon nanotubes might lead to interesting engineering
applications?
* Resistance to reactions
* Tensile strength
* Elasticity
- Tensile strength
Atoms or molecules arrange themselves into two types of solids
Crystalline solids
Amorphous solids
Atoms or molecules that assume a regular, repeating geometric arrangement
Crystalline solids
Atoms or molecules that assume a random arrangement
Amorphous solids
in crystalline solids, it is the percentage of space occupied in a given arrangement
Packing efficiency
- The less empty space in the packing of atoms or molecules in a solid, the higher the packing efficiency
- The higher the packing efficiency, the higher the density of a solid
Two ways to maximize packing efficiency
hexagonal close-packing or hcp
cubic close-packing or ccp
the third layer can be stacked directly above the atoms in the first layer
hexagonal close-packing or hcp
if the third layer can be stacked directly above the hollows in the first layer
cubic close-packing or ccp
is the smallest collection of atoms that displays all the features of a crystal structure
unit cell
Three types of cubic unit cells
simple cubic or sc
body-centered cubic or bcc
face-centered cubic or fcc
1/8 each of eight corner atoms
simple cubic
containing one additional atom within
body-centered cubic
with an additional ½ each of six atoms along the faces
face-centered cubic
How much does each atom at the corner of a cubic unit cell contribute to that
unit cell?
* 1 atom
* 1/4 atom
* 1/8 atom
* 1/12 atom
1/8 atom
Calculation of Packing Efficiency
fcc = 1/2 (# of fc) + 1/8 (# of corner) = 4
bcc = (# of bcc) - 1/8 (# of corner) = 2
sc = 1/8 (# of corner) = 1