1.5 solids under stress Flashcards

1
Q

hookes law

A

extention is directly proportional to fore given conditions are kept constant
F = k L
k = stiffness constant

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2
Q

tensile stress

A

force applied per unit cross sectional area

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3
Q

tensile strain

A

a ratio of how the material stretches

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4
Q

diff between elastic and plastic deformation

A

elastic - when force is removed object returns to og shape
plastic - load is removed and objects doesnt return to og shape

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5
Q

breaking stress

A

minimum stress needed to break a material

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6
Q

a brittle material

A

doesn’t plastically deform but breaks when the stress reaches a certain value

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7
Q

elastic limit

A

force above which the material will b plastically deformed

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8
Q

area under force - extention graph represent

A

work done to deform material

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9
Q

equation to calculate elastic strain from the spring constant and extension

A

E = 1/2 kL^2

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10
Q

young modulus

A

describes stiffness of a material
E = stress / strain

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11
Q

how to find young m from a stress-strain graph

A

gradient

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12
Q

force - extension graph when hookes law is being obeyed

A

straight line through origin
force and extension - directly proportional

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13
Q

limit of proportionality

A

after hookes law is no longer obeyed, it is shown by the line beginning to curve on a fx graph

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14
Q

how is work done to stretch or compress a material stored

A

elastic strain energy

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15
Q

why loading & unloading lines are parallel on a fx graph for a plastically deformed material

A

stiffness constant hasnt changed, forces between the atoms are the same when loading and unloading

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16
Q

why all work done isnt stored as elastic strain energy when a stretch is plastic

A

work is done to move atoms apart, so energy is not stored as elastic stain energy but is dissipated as heat

17
Q

how is dissipation of energy in plastic deformation used to design after vehicles

A
  • crumple zones deform plastically in a crash using the cars KE energy so less is transferred to the passengers
  • seat belts stretch to convert the passengers KE into elastic strain energy
19
Q

energy changes when a spring is pulled and released

A

work done in stretching it is stored as elastic strain energy.
when the spring is released this is converted to KE whic is converted to GPE

20
Q

do stress strain graphs show behaviour of a material or a specific object

21
Q

stress - strain for a ductile material

A

can undergo large amount of plastic deformation pre fracturing

22
Q

spring constant

A

force per unit extension required to stretch a spring

23
Q

what is a ductile material

A

a material that can be drawn out into a wire - plastic deformation occurs when there is enough stress

24
Q

ductile fracture (necking)

A

where there s local thinning, which increases the stress before material breaks

25
brittle material
- does not plastically deform - under tension material fractures
26
brittle fracture
occurs by cracks spreading throughout material
27
elastic hysteresis
when a material (eg rubber) is put under stress ad then the stress is removed, the stress- stain graphs for loading and unloading don not overlap but form a loop
28
crystal
atoms are arranged in a regualr array there is a long range order, meaning that there is a pattern that repeats itself
29
crystalline solid
solid of one or many crystals (usually arranged randomly)
30
polycrystaline
made of many intrlocking crystals eg metals
31
amorphous solid
atoms arranged randomly glass or brick no long range order as they are rapidly cooled thus have no time to arrange
32
polymeric solid
very long repeated units -monomers
33
dislocations in crystals
faults in crystal structures which reduce the stress required for plane atoms to slide
34
grain boundaries
boundaries between crystals
35
how to strengthen materials
alloying - foreign atoms provide a barrier to dislocations work hardening - increase dislocations and tangle them by hitting with a hammer quenching - cooling very quickly, making more grain boundaries