Physics Chpt. 5 Review

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AuraFlora  on January 6, 2010

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Physics Chpt. 5 Review

amorphous
a solid with randomly arranged particles
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Terms

Definitions

amorphous a solid with randomly arranged particles
crystalline a solid with its constituent particles in an orderly arrangement
space lattice ''skeleton'' of a crystal
lattice point dot representing each particle on a space lattice
unit cell smallest repeating figure in a crystalline solid
cubic, tetragonal, hexagonal, rhombohedral, orthorhombic, monoclinic, and triclinic Name the seven crystal systems
Hooke's law F(s)= kx; the farther the separation between particles of a solid, the stronger the force tending to draw them back together again.
restorative force an upward cohesive force
stress the deformative force per unit cross-sectional area
strain the relative amount of deformation
Amorphous solids do not have much structural organization while crystalline solids do (they have unit cells). What is the difference between amorphous and crystalline solids?
direct proportional relationship What is the relationship between stress and strain for all kinds of deformation?
stretching or Young Modulus; Y = f(s)L/a x l-l What is the proportionality constant for stretching called? To what is it equal?
ultimate tensile strength, breaking point, elastic limit, and proportional limit Name and define four points on the graph of stress vs. strain.
bending What kinds of manipulation are related to Young's modulus? To the shear modulus?
wash cloth, asian noodles, twistie ties Give three examples of torsion.
plasticity the maximum amount of relative deformation that may be permanently imposed upon it.
rigidity and resilience Name two kinds of elasticity.
forging, rolling, drawing, extrusion, and spinning Define five industrial processes for working metal.
Mohs' hardness number and Brinell's hardness number What are two hardness scales?
-A material can scratch anything with a lower Mohs' number but nothing with a higher Mohs' number. What is the rule for predicting which of two materials will scratch the other?
F Force
F(s) stretching force
F(r) restorative force
x deformation
A area
l length
delta ''change in''
Y Young's modulus
F(c) compressive force
F(sh) shearing force
G shear modulus
h distance between the applied force and the supporting force
Because the outer boundary of each particle in the crystal in fact touches upon the outer boundary of its neighbor How is the space lattice unrealistic?
stress F(s)/A
strain delta l/l
stretch/Young modulus Y=F(s)l/A delta L; amount of stretching force required per unit area to produce a doubling in length (most objects will fracture long before they are stretch to that extent).
proportional limit point after which Hooke's law stops applying
elastic limit point after which object becomes permanently destroyed
ultimate tensile strength point at which stress is the highest
breaking point point after which the object has reached maximum strain and breaks
equilibrium distance of separation at which particles neither attract or repel
bending tends to snap the rod in two
shearing tends to sever the rod
torsion tends to twist the rod apart
shear the combination of two oppositely directed forces different lines of cation
elasticity the ability to recover their original shape after being deformed by an external force
rigidity elasticity opposing deformation
resilience elasticity requiring small amount of strain to bring material back to its elastic limit
mechanical working various processes used to impose desired shapes upon ingots of newly refined metal
ingot a large, solid bar of metal
forging metal is squeezed or pounded between two dies (two half-molds)
rolling metal is pressed down by a series of paired, heavy rollers into a continuous sheet
malleability property of metal that allows it to be rolled or hammered into a sheet
drawing metal is pulled through a single die into a continuous ribbon with the same cross-sectional shape as the interior surface of the die
ductility property of metal that allows them to be drawn

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