11 Materials Flashcards

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1
Q

density of a substance

A

mass per unit volume of the substance

D=m/v

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2
Q

hooke’s law

A

the extension of a spring is proportional to the force needed to extend it
F=k∆L
(k= spring constant and stiffness )

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3
Q

elastic limit

A

point beyond which a wire is permanently stretched

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4
Q

elasticity

A

property of a solid that enables it to regain its shape after it has been deformed or distorted

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5
Q

pascal

A

unit of pressure or tree equal to 1Nm-1

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6
Q

stress

A

force per unit area of cross-section in a solid perpendicular to the cross-section
T/A

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7
Q

strain

A

extension per unit length of solid when deformed

∆L/L

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8
Q

young modulus

A

stress/ strain (assuming the limit of proportionality has not been exceeded)
TL / A ∆L

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9
Q

yield point

A

ponit at which the tree in a wire suddenly drops when the wire is subjected to increasing strain

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10
Q

elastic limit

A

point beyond which a wire is permanently stretched

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11
Q

plastic deformation

A

deformation of a solid beyond its elastic limit

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12
Q

ultimate tensile stress

A

tensile stress needed to break a solid material

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13
Q

breaking stress

A

tensile stress needed to break a solid material

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14
Q

brittle

A

snaps without stretching or bending subject to stress

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15
Q

ductile

A

stretches easily without breaking

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16
Q

limit of proportionality

A

the military beyond which, when a wire or a spring is stretched, its extension is no longer proportional to force that stretches it

17
Q

measure the density of a solid

A
  • measure mass

- calculate dimension and then the volume (sphere radius = 4/3 π r^3)

18
Q

measure the density of a liquid

A
  • measure mass

- measure the volume in measuring cylinder

19
Q

measure the density of a irregular solid

A
  • measure the mass
  • measure the amount of water it displaces
  • D=m/v
20
Q

density of alloys

A

add the two density together

21
Q

springs in parallel

A

spring constant

K= Kp + Kq

22
Q

springs in series

A

spring constant

1/K = 1/Kp + 1/Kq

23
Q

energy stored in a stretched spring

A

Ep=1/2 F∆L = 1/2 K∆L^2

24
Q

elastic energy stores in a stretched wire

A

1/2 T ∆L

area under force - extension graph

25
Q

Elastic strain energy

A

Up to the elastic limit of a sample, all the work done in stretching it is stored potential energy, or Elastic Strain Energy