SUBJECTS
|
BROWSE
|
CAREER CENTER
|
POPULAR
|
JOIN
|
LOGIN
Business Skills
|
Soft Skills
|
Basic Literacy
|
Certifications
About
|
Help
|
Privacy
|
Terms
|
Email
Search
Test your basic knowledge |
Modern Material Science And Engineering
Start Test
Study First
Subject
:
engineering
Instructions:
Answer 50 questions in 15 minutes.
If you are not ready to take this test, you can
study here
.
Match each statement with the correct term.
Don't refresh. All questions and answers are randomly picked and ordered every time you load a test.
This is a study tool. The 3 wrong answers for each question are randomly chosen from answers to other questions. So, you might find at times the answers obvious, but you will see it re-enforces your understanding as you take the test each time.
1. A specific set of h
Atomic Packing Factor APF
Extinction Conditions
FCC Face Centered Cubic
macrostructure
2. Correlation used to estimate the yield strength of a given material - based on grain size
slip direction
interstitial defects
Hall-Petch Equation
bravais lattice
3. The first level of the structure of materials - describing the atoms present
monocrystals
Atomic structure
primary slip system
edge dislocations
4. The amount of the unit cell occupied by atoms as opposed to void space
constructive interference
Atomic Packing Factor APF
slip
unit cell
5. The second level of the structure of materials - describing how the atoms are positioned in relation to one another as well and the type of bonding between them
slip direction
atomic arrangement
slip
Dislocations form from three primary sources
6. Most common of the non - cubic bravais lattices; having six atoms forming a hexagon on both the top and bottom and a single atom positioned in the center - between the two hexagonal rings
Bragg's Equation
simple cubic
HCP Hexagonal Close Packed
dislocation line
7. The movement of dislocations through a crystal - caused when the material is placed under shear stress
Crystallites
BCC Body Centered Cubic
Dislocations
slip
8. The increase in amplitude resulting from two or more waves interacting in phase
constructive interference
negative climb
Atomic Packing Factor APF
Extinction Conditions
9. A bravais lattice that has one atom in each of the 8 corners of the unit cell; less common than the other two cubic forms
Full-Width Half- Maximun FWHM
bravais lattice
simple cubic
grain growth
10. The use of light to magnify objects up to 2000 times
crystal mosaic
simple cubic
optical microscopy
Scherrer Equation
11. A numerical quantity developed by the American Society for Testing and Materials (ASTM) to characterize grain sizes in materials
Seed Crystal
grain size number
mixed dislocations
slip
12. Lattice defects caused by the addition of a partial plane into an existing lattice structure
negative climb
edge dislocations
mixed dislocations
crystal structure
13. The 14 distinct crystals structure into which atoms arrange themselves in materials
vacancies
bravais lattice
constructive interference
theoretical density
14. The third level of structure in materials - describing the sequencing of crystals at a level invisible to the human eye
boules
microstructure
constructive interference
heterogeneous nucleation
15. Large scale lattice defects that occur from alterations to the structure of the lattice itself
Miller Indices
edge dislocations
Dislocations
optical microscopy
16. The second step in the formation of crystallites - which is dependent on temperature and can be described using the arrhenius equation
slip system
grain growth
Atomic structure
Hall-Petch Equation
17. One of the bravais lattice that contains one atom in each corner of the unit cell as well as one atom in the center of the unit cell
BCC Body Centered Cubic
grain boundaries
slip
Schottky Defect
18. Crystallite materials with sizes of nanometers in length
homogeneous nucleation
simple cubic
nanocrystal
arrhenius equation
19. Point defects that result from the absence of an atom at a particular site
macrostructure
Extinction Conditions
Crystallites
vacancies
20. Formula that relates interplaner spacing in a lattice to constructive interference of diffracted X- rays
Warning
: Invalid argument supplied for foreach() in
/var/www/html/basicversity.com/show_quiz.php
on line
183
21. Generalized equation used to predict the temperature dependence of various physics properties
slip planes
Dislocations
arrhenius equation
crystal structure
22. The interaction of waves
Transmission Electron Microscopy TEM
homogeneous nucleation
Diffraction
Scherrer Equation
23. The line extending along the extra partial plane of atoms in an edge dislocation
Schottky Defect
edge dislocations
nanocrystal
dislocation line
24. Materials in which the entire structure is a single unbroken grain
FCC Face Centered Cubic
monocrystals
nanocrystal
interstitial defects
25. A means of relating the amount of spreading in a X- ray diffractogram to the thickness of the crystallites in the sample
boules
Scherrer Equation
Bragg's Equation
Schottky Defect
26. The first set of panes in a material to experience slip under an applied stress
vacancies
lattice parameters
Frenkel Defect
primary slip system
27. An electron microscope that passes the electron beam through the sample and used the difference in the beam scattering and diffraction to view the object
Transmission Electron Microscopy TEM
Scanning Electron Microscope SEM
Miller Indices
constructive interference
28. The filling of a vancacy in the partial plane of an edge dislocation by an adjacent atom resulting in a shrinking of the crystal in the direction perpendicular to the partial plane
Dislocations form from three primary sources
substitional defects
negative climb
amorphous materials
29. The systematic reduction in intensity of diffraction peaks from specific lattice planes
nucleation
Extinction Conditions
Transmission Electron Microscopy TEM
crystal mosaic
30. A hypothetical structure accounting for irregularities in the boundaries between crystallites
homogeneous nucleation
FCC Face Centered Cubic
crystal mosaic
boules
31. Clustering that occurs when a pure material cools sufficiently to self- support the formation of stable nuclei
homogeneous nucleation
monocrystals
atomic arrangement
Bragg's Equation
32. The equations used to determine the critical resolved shear stress in a material
Warning
: Invalid argument supplied for foreach() in
/var/www/html/basicversity.com/show_quiz.php
on line
183
33. The process of forming small aligned clusters of atoms that serve as the framework for crystal growth
crystal structure
nucleation
Dislocations
Hall-Petch Equation
34. A standard used to measure the spread in the peak of a diffractogram - measures at the intensity value corresponding to the half highest value in the peak
nanocrystal
Full-Width Half- Maximun FWHM
destructive interference
Scherrer Equation
35. The distance between repeated planes in a lattice
Critical Resolved Shear Stress
Seed Crystal
Interplanar Spacing
Dislocations
36. A point defect found in ceramic materials that occurs when a cation diffuses onto an interstitial site on the lattice
mixed dislocations
simple cubic
Full-Width Half- Maximun FWHM
Frenkel Defect
37. The lowest stress level at which a slip will begin in the material
monocrystals
Critical Resolved Shear Stress
macrostructure
theoretical density
38. The ares of a material that separate different crystallite regions
yield stress
grain growth
grain boundaries
destructive interference
39. Point defects that result when an atom in the lattice is replaced with an atom of a different element
macrostructure
nanocrystal
Extinction Conditions
substitional defects
40. Large - artificially produced monocrystals
constructive interference
boules
lattice parameters
macrostructure
41. One of the bravais lattices that has one atom in each of the 8 corners of the unit cell and one atom on each face of the unit cell
Miller Indices
FCC Face Centered Cubic
Dislocations form from three primary sources
homogeneous nucleation
42. Microscopes that focus a high- energy beam of electrons at the source and collect the back- scattered beam of these electrons
Schottky Defect
Scanning Electron Microscope SEM
grain size number
slip system
43. The density a material would have if it consisted of a single perfect lattice
theoretical density
Atomic structure
optical microscopy
edge dislocations
44. Composed of both the slip plane and the slip directions
monocrystals
slip system
Scherrer Equation
bravais lattice
45. The direction that dislocation moves in
Interplanar Spacing
slip direction
Bragg's Equation
arrhenius equation
46. Homogeneous nucleation: grain boundaries: lattice/surface interactions:
nucleation
Dislocations form from three primary sources
heterogeneous nucleation
slip planes
47. A numerical system used to represent specifics planes in a lattice
homogeneous nucleation
Miller Indices
crystal structure
Dislocations
48. The clustering of atoms around an impurity that provide a template for crystal growth
edge dislocations
simple cubic
boules
heterogeneous nucleation
49. The fourth level of structure in materials - describing how the microstructures fit together to form the material as a whole
boules
macrostructure
yield stress
unit cell
50. New planes formed after the material has undergone slip
crystal structure
slip planes
bravais lattice
slip