Term
| In Metallic bonding the valance electrons are shared by the entire system as a whole. |
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Definition
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Term
| Metallic bonding is directional in nature |
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Definition
False.
Ionic bonding is directional |
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Term
| Secondary bonding is called secondary because it is always weaker than primary bonding. |
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Definition
False.
Secondary bonding is called secondary bonding because it does not involve the transfer of electrons. |
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Term
| A system is said to be in equilibrium when the repulsive force is equal to the attractive force. |
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Definition
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Term
| Material with weaker binding energy has a higher value of themal expansion coefficient. |
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Definition
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Term
| Radius of NA+ is larger than NA. |
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Definition
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Term
| The ionic character of interatomic bonding depends on the electronegativity difference. |
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Definition
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Term
| Ionic bonding requires the existence of two kinds of atoms within the same material. |
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Definition
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Term
| In BCC structure, <110> are the closest-packed directions. |
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Definition
False.
For BCC, its closest-packed directions are <111>. |
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Term
| FCC structure has 2 effective atoms per unit cell. |
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Definition
False.
FCC has 4 effective atoms per unit cell. |
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Term
| In BCC structure, the closest-packed planes are <111>. |
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Definition
False.
For BCC, it is <110>. |
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Term
| In a BCC crystal, the atoms are in contact along the main body diagonally. |
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Definition
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Term
| FCC structure and hexagonal close-packed structure have the same atomic packing factor. |
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Definition
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Term
| An amorphous solid has a 3D periodic arrangement of atoms. |
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Definition
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Term
| In the hard sphere model, atomic packing factor for the BCC structure is 0.74. |
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Definition
False.
BCC is 0.68, FCC is 0.74. |
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Term
| There is only one lattice parameter for the cubic unit cell. |
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Definition
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Term
| In a cubic crystal system, BCC arrangement has the highest atomic packing factor. |
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Definition
False.
FCC has the highest in a cubic structure. |
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Term
| In 3D, there are a total of 4 possible crystal systems. |
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Definition
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Term
| Monoclinic crystal has a higher degree of anisotropy than a cubic crystal. |
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Definition
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Term
| The melting temperatures of plastics are often lower than metals, this imply covalent bond is weaker than metallic bond. |
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Definition
False.
Polymers in solid state (Plastics) interact each others via secondary bonding. Although individual molecules are connected with covalent bonds, the lower observed melting temperature in plastics is the consequence of secondary bonding rather than the primary bondings. |
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Term
| Elements with lower value of electronegativity are more likely to become positively charged ions. |
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Definition
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Term
| For body‐centered tetragonal structure, (110) and (101) belong to the same family. |
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Definition
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Term
| The (110) plane in the unit cell of BCC and FCC structures contains same number of atoms. |
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Definition
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Term
| The planar density of (110) plane for the BCC is the same as the FCC. |
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Definition
False.
Although the area and number of atoms in (110) plan for BCC and FCC are the same, but based on the hard sphere model the ratio of radius of atom and lattice parameter, (R/a), is not the same for BCC as compare to FCC. Thus the planar density are not the same. |
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Term
| To determine properties of HCP structure, 2 lattice parameters are needed. |
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Definition
False.
Although there are 2 unknown lattice parameters for Hexagonal crystal system, but as mentioned in the class, for HCP the ratio of c/a is fixed. So, only 1 lattice parameter is needed to solve its crystal properties. |
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Term
| Vacancy and substitutional impurity are point defects in the crystal. |
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Definition
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Term
| Metallic materials that are used in common practice are single crystals in nature. |
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Definition
False.
Some single crystals have anisotropic properties, this is not desired in the common practice when using metallic materials |
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Term
| Edge dislocation can change and become screw dislocation within a crystal. |
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Definition
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Term
| Edge dislocation is formed by inserting an extra plane of atoms above or below the dislocation line. |
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Definition
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Term
| Defects in crystal are stationary regardless of external conditions. |
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Definition
False.
Atoms in the crystal lattice can vibrate and the magnitude of vibration depends on the temperature. So defects such as vacancy, self‐interstitial, substitutional impurity, interstitial impurity, can and will move. Line defects such as dislocation can also move upon temperature and mechanical loading. |
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Term
| Burgers vector is the closure vector needed in the Burgers circuit. |
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Definition
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Term
| Magnitude of the Burgers vector remains a constant as it approaches the dislocation line. |
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Definition
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Term
| Elements with similar atomic radii are completely soluble in one another at all proportions. |
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Definition
False.
Other factors such as crystallographic structures, valency and electronegativity also need to be considered. |
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Term
| All factors being equal,a metal is more likely to be dissolved in another metal of lower valency. |
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Definition
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Term
| Optical microscope is the most common equipment used to reveal the crystal structure |
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Definition
False.
Atoms are much too small to be observed using optical microscope. X‐diffraction is the most common method used to reveal the crystal structure as well as poly‐crystal or single crystal. |
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Term
| Materials within a grain have the same crystal structure, and same crystallographic orientation, but different chemical composition. |
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Definition
False.
Within a grain, we have a single crystal. So the crystal structure, crystal orientation and chemical composition are all the same. |
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Term
Vacancy density increases linearly with respect to temperature.
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Definition
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Term
| The nuclei that form during solidification of a pure metal from the liquid state at the same time can have different crystallographic orientation. |
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Definition
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Term
| The symbol “┴” in edge dislocation represents that the Burgers vector is perpendicular to the dislocation line. |
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Definition
False.
The symbol “┴” means that the extra plane is above the dislocation line. Likewise the symbol “T” means the extra plane is below the dislocation line. |
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Term
| Grain boundaries are regions possessing large numbers of dislocations. |
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Definition
True.
Grain boundaries can prevent further movement of dislocation, so contain more dislocations |
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Term
| There are 4 non‐parallel closest‐packed directions in BCC crystal structure. |
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Definition
True.
BCC has 4 non‐parallel closest‐pack direction, 6 for FCC and 3 for SC |
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Term
| The atomic size of interstitial impurity for BCC metals can be larger than FCC metals. |
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Definition
True.
APF for BCC is smaller than FCC, so larger atoms can fit into the interstitial site. |
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Term
| The equilibrium atomic spacing continues to increase even in the plastic deformation regime. |
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Definition
False.
There is no volume change between the strain at yield strength and the strain at the ultimate strength. In this range atomic spacing is not changed. |
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Term
| The dimension of yield strength is force per unit area. |
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Definition
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Term
| For a cubic system, (101) , (110) and (011) belong to the same family of planes. |
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Definition
True.
All these planes have the same area in a cubic system. |
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Term
| Elastic deformation in metals and ceramics is generally linear elastics. |
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Definition
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Term
| A stronger material is always stiffer than a weaker material. |
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Definition
False.
Strength of a material is associated to its ultimate strength, while stiffness is associated to the initial modulus. |
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Term
| For elastic deformation, the strain must be linear with respect to the stress imposed. |
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Definition
False.
There are materials (rubber) that are non‐linear elastic. |
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Term
| The Burgers vector of a screw dislocation will be perpendicular to the dislocation line. |
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Definition
False.
The Burgers vector of a screw dislocation is parallel to its dislocation line |
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Term
| Young’s modulus in tensile deformation is an elastic property of materials. |
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Definition
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Term
When a material is loaded equal to its yield strength, upon removal of the load, the specimen will return to its original dimensions. |
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Definition
False.
The yield point is associated to the beginning of plastic deformation. So, upon removal of load, the sample will have 0.2% of plastic strain. |
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Term
| Mechanical properties of polymers depend on the rate of displacement. |
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Definition
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Term
| In a tensile test, necking of a ductile specimen begins at the yield point. |
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Definition
False.
Necking begin after the ultimate strength is reached |
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Term
| In a tensile test, the specimen contains a gage section with reduced x‐section so the deformation will be confined to the gage section during the test. |
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Definition
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Term
| In the chemical etching of an elemental metal, the grain boundary region is less chemically active than the region within the grain, which provides the contrast needed for the optical microscopy. |
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Definition
False.
The grain boundaries is more chemical active, so it is more reactive to the etching solution and become as observed in the optical microscope. |
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Term
| Ultimate tensile strength, yield strength and stress at failure have different unit. |
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Definition
False.
All above quantities have units of Pascal (Pa) or pound per square inch (psi) |
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Term
| A common SI unit for strain is millimeter. |
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Definition
False.
Strain is dimensionless, it has no units. |
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Term
| There is a volume change during the plastic deformation. |
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Definition
False.
Plastic deformation in metals is slip along the closest‐packed direction, so no volume change take place |
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Term
| For screw dislocation, Burgers vector will be parallel to the dislocation line. |
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Definition
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Term
| Hardness is the material’s resistance to localized plastic deformation. |
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Definition
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Term
| Plastic deformation changes the crystal structure. |
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Definition
False.
Both plastic and elastic deformation in metals does not alter the crystal structure. For plastic deformation, slip occurs, while in elastic deformation, very small displacement take place and it is not enough to alter crystal structure. |
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Term
| The phenomenon of yielding occurs at the onset of necking. |
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Definition
False.
Yielding is the onset of plastic deformation. |
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Term
| For uniaxial tensile deformation of a common metal, value of true stress is always greater than engineering stress at any given displacement. |
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Definition
True.
True stress is load over the instantaneous cross sectional area, while engineering stress is the load over the initial cross sectional area. During tensile displacement, as the length increases the cross sectional area decreases, thus true stress is always large than engineering stress. |
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Term
| For uniaxial tensile deformation of a common metal, value of true strain is always greater than engineering strain at any given load. |
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Definition
False.
True strain is the incremental displacement over the instantaneous length, while engineering strain is the incremental displacement over the initial length. At a given tensile load, as the instantaneous length is greater than the initial length, so thus true strain is always less than engineering strain. |
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Term
| Area under the engineering stress‐strain curve is smaller than area under the true stress‐strain curve. |
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Definition
False.
Area of both curves is the same, as it is just the toughness of the material |
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Term
| Area under the stress‐strain curve has a unit of MPa. |
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Definition
True.
Unit for stress is MPa and strain is dimensionless, so unit for the area under the stress‐strain curve is the unit of stress times the unit of strain. |
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Term
| True stress at the proportional limit will be less than true stress at the yield point. |
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Definition
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Term
| Modulus, Resilience and toughness all have the same units. |
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Definition
True.
All these quantities are based on areas in the stress‐strain curve, thus they all have the same unit. |
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Term
| For large hardening materials, the yield strength increases with each loading‐unloading step. |
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Definition
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Term
Large hardening materials will have a higher value of hardening exponent as compare to small hardening materials. |
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Definition
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Term
| Brittle materials tend to fracture in a “cup‐and‐cone” fashion. |
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Definition
False.
“Cup‐and‐cone” fracture surface is a typical pattern for ductile failure |
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Term
| Surface of ductile fractured specimen exhibits shear deformation pattern at the outer perimeter of the tested specimen. |
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Definition
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Term
| Brittle failure in crystalline ceramics will be more likely to be intergranular cracking. |
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Definition
False.
Crystalline ceramics is transgranular brittle failure, due to the lack of intergranular motions in ionic materials. |
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Term
| Material that did not exhibit a brittle‐to‐ductile transition temperature must be a brittle material. |
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Definition
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Term
| High‐strength metals will not exhibit a clear brittle‐to‐ductile transition. |
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Definition
True.
High‐strength metals do not slip, thus no clear brittle‐to‐ductile transition |
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Term
| In the Charpy impact test, the V‐notch is needed to confine the fracture to propagate perpendicular to the direction of the applied load. |
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Definition
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Term
| Metallic materials that are used in common practice are single crystals in nature. |
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Definition
False.
Most of metallic samples used are polycrystalline, there are only handful of applications that requires single crystal. Moreover the grain boundary enhances the strength in metals. |
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Term
| Elastic deformation in metals will cause the value of yield strength to increase. |
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Definition
False.
Yield strength is the onsite of plastic deformation. In plastic deformation, dislocation density is increased providing additional strengthening. However, for elastic deformation materials recovers its original dimensions upon unloading, hence no defects were generated in the deformation process. |
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Term
| Moderately ductile fracture is mediated by dislocation. |
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Definition
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Term
| Motion of dislocation does not play any role on failure of materials. |
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Definition
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Term
| Critical stress for failure decreases with increases in the flaw size. |
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Definition
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Term
| For brittle materials, only one single crack with length greater than the critical flaw size is needed for failure. |
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Definition
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Term
| In fatigue, longer cracks grow faster than shorter cracks. |
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Definition
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Term
| Fatigue limit for steels is the applied stress amplitude where the steel can withstand infinite number of repeating cycle. |
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Definition
True.
Steel is a ferrous metal, so the fatigue limit (or endurance limit) is associated to infinite number of repeating cycles. If the question has to do with Aluminum, copper or brass (which are nonferrous metals, we will be using the 107 repeating cycles for the fatigue limit design. |
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Term
| All things being equal, the system with lowest value of mean stress will have longest fatigue life. |
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Definition
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Term
| Creep is a thermally activated mechanical deformation under a constant load. |
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Definition
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Term
| The activation energy for creep is usually not influenced by the applied load. |
|
Definition
True.
Although secondary creep rate depends on the applied load and temperature, but the activation energy is only associated with temperature. |
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Term
| The region with lowest creep rate is referred to as the secondary creep. |
|
Definition
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Term
| The creep rate will increase with time in the secondary creep region. |
|
Definition
False.
In a typical creep curve there are three regions: primary creep, secondary creep and tertiary creep. The creep rate decreases with time in the primary creep region, creep rate remains constant with in the secondary creep region (which is called steady‐state creep), while the creep rate increases with time at the late stage of creep which one calls tertiary creep. |
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Term
| Area under the stress‐strain curve has unit of Pascal. |
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Definition
True.
Some students seem to think the area under the stress‐strain curve must be Megapascal (MPa). This is wrong in concept. The unit for the stress is force over area, while strain is dimensionless. Therefore the unit for the area of stress‐strain curve is the unit of stress times the unit of strain, which is force over area. So it can be newton per meter square which is also called pascal, it can also be pound per inch square which is called psi. I can also used any unit of force per any unit of length square. |
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Term
| Surface of fatigue failed metallic specimen will contain both smooth and rough regions. |
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Definition
True.
In fatigue failure one always has crack initiation, crack propagation and rapid failure. So the surface will contain different features (smooth and rough) depending on the growth. |
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Term
| Motion of slip will be restricted by the grain boundaries. |
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Definition
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Term
| Brittle‐to‐ductile transition temperature depends on the rate of deformation. |
|
Definition
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Term
| All factors being equal, a metal is more likely to be dissolved in an other metal of lower valency. |
|
Definition
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Term
| Fatigue life can be characterized by the sum of the number of repeating cycles for crack initiation and propagation. |
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Definition
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