modb terms Flashcards

(38 cards)

1
Q

Deals with the equilibrium of bodies, those at rest or move with a
constant velocity.

A

Statics

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2
Q

is concerned with the accelerated motion of bodies

A

Dynamics

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3
Q

deals with the relations between externally applied loads
and their internal effects of the bodies. The bodies here are no longer rigid
instead it will experience deformation.

A

Strength of Materials

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4
Q

page 7 review

A

page 7 review

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5
Q

This component measures
the pulling (or pushing) action perpendicular to
the section. It is often denoted by P.

A

Px
AXIAL FORCE.

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6
Q

These are the
components of the total resistance to sliding
portion to one side of the exploratory section
past the other.

A

Py
, Pz SHEAR FORCES.

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7
Q

is usually
designated by V and its components by Vy

and

Vz
to identify their directions.

A

resultant force

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8
Q

This component measures the
resistance to twisting the member and is
commonly given the symbol T.

A

Mx
TORQUE.

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9
Q

These
components measure the resistance to bending
the member about y- or z- axis and are often
denoted merely by My or Mz
.

A

My
, Mz BENDING MOMENTS.

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10
Q

is the force per unit area and denoted
by the Greek letter σ (sigma).

A

Stress

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11
Q

indicates a tensile stress
(member in tension),

A

A positive sign

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12
Q

indicates a compressive stress (member in
compression).

A

a negative sign

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13
Q

The condition under which the stress is
constant or uniform is known as

A

simple stress.

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14
Q

can exist only if
the resultant of the applied loads passes
through the centroid of the cross-section.

A

A uniform stress distribution

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15
Q

-When applied loads cause one piece of a body to move beyond its
neighboring section,
-it is created
by forces operating parallel to or along the area resisting the forces,
-are referred to as tangential
stresses.
*Stress caused by shearing force (e.g. bolts, pins, rivets)
*Acts tangent or parallel to the resisting surface
*Results in shape change

A

SHEAR STRESS

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16
Q

are caused by forces acting perpendicular to the
areas on which they operate.
-often referred
to as normal stresses,

A

Tensile and compressive stresses

17
Q

is denoted by Greek letter Tau (τ)
τ =V/A

A

Shearing stress

18
Q

known as unit deformation, strain is the ratio of the change in length caused
by the applied force, to the original length.
where δ is the deformation and L is the original length, thus ε is dimensionless.

A

SIMPLE STRAIN

19
Q

Contact Pressure between separate bodies
* Differs from normal stress which is the internal stress caused by a compressive
force.
* Examples: Soil pressure beneath a support, contact pressure between a rivet
and the side of its hole

A

BEARING STRESS

20
Q

is a geometric quantity that measures the deformation of
a body.

21
Q

which characterizes
dimensional changes,

A

normal strain,

22
Q

which describes distortion

A

shear strain,

23
Q

the stress-strain diagram is a straight line
from the origin O to a point

A

proportional limit.

24
Q

is a material property known as the modulus of elasticity or Young’s
modulus.

25
the stress beyond which the material is no longer elastic.
elastic limit
26
The permanent deformation that remains after the removal of the load is called
permanent set.
27
The point where the stress-strain diagram becomes almost horizontal is called
yield point,
28
the highest stress on the stress-strain curve.
Ultimate Stress
29
is the stress at which failure occurs.
rupture stress
30
is also known as working stresses. It is the maximum safe stress a material can carry.
Allowable stress
31
Increase in temperature results in expansion, while decrease in temperature results to contraction.
THERMAL STRAIN
32
is internal stress in an object caused by temperature changes, which make it expand or contract.
THERMAL STRESS
33
Moment that tends to twist a member about its longitudinal axis; Also known as Twisting Moment,
TORQUE
34
is the ratio of the transverse strain to the axial strain is constant for stresses within the proportional limit
Poisson’s
35
is the deformation of the body due to changes in temperature
Thermal strain
36
is a stress developed from the applied torque
Torsion
37
are a tank or pipe carrying a fluid or gas under a pressure is subjected to tensile forces, which resist bursting.
Pressure vessels
38
is the ratio of the change in length caused by the applied force, to the original length.
Strain