Load and Stress Analysis Flashcards

1
Q

__________ come across different materials like
cement, concrete, steel and others which are used
to complete the project

A

Engineers

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2
Q

In selecting suitable material, one is interested to
know its _________.

A

Strength

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3
Q

The ability of element of the structure to resist
failure under application of external forces is
known as “__________” and the ability to
resist deformation is known as “________” of that
material.

A

strength of material; stiffness

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4
Q

It has been observed that the material first _______
and then ________ takes place.

A

deforms; failure

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5
Q

Whenever force acts on body, it undergoes _________ and some resistance to deformation.

A

deformation

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6
Q

When _________ is removed, the resistance to force will vanish and the body came back to its _________.

A

external force; original shape and size

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7
Q

This is possible if deformation due to external force is within certain limit known as “__________”.

A

Elastic Limit

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8
Q

Is the ability of the material to retain its original shape and size perfectly after removal of load.

A

Elasticity

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9
Q

Is the tendency of solid materials to return to their original shape after forces are applied on them.

A

Elasticity

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10
Q

When forces are removed, the object will return to its initial shape and size if the material is _________.

A

elastic

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11
Q

_______________________ (3) are examples of the elastic materials.

A

Steel cables, rubber bands, springs

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12
Q

Is the limit within which the body behaves
perfectly elastic.

A

Elastic Limit

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13
Q

Is the limit within which the body behaves
perfectly elastic.

A

Elastic Limit

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14
Q

Elastic Limit is very ______ for a substance like steel and _____ for a substance like lead.

A

high; low

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15
Q

Resistance per unit deformation is known as ______.

A

Stress

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16
Q

Tensile Stress = _______________
Compressive Stress = __________

A

Positive; Negative

17
Q

S𝑡𝑟𝑒𝑠𝑠, 𝜎 = 𝐿𝑜𝑎𝑑/𝐴𝑟𝑒𝑎 = 𝑃/𝐴, what is the unit of measurement of stress?

A

Unit: N/mm^2 or (Pa)scal (Pa, Kpa, Mpa, Gpa)

18
Q

Types of Stress

A

Normal, Tangential

19
Q

Is a stress that occurs when the surface of
the body is loaded by an axial force.

Where,

S𝑡𝑟𝑒𝑠𝑠, 𝜎 = 𝐿𝑜𝑎𝑑/𝐴𝑟𝑒𝑎 = 𝑃/𝐴

𝜎 – Normal Stress
P – Axial Force
A – Cross Sectional Area

A

Normal Stress

20
Q

Types of Normal Stress

A

a. Tensile Stress
b. Compressive Stress

21
Q

Is the stress state leading to expansion: that is, the length of material tends to increase in the tensile direction.

A

Tensile Stress

22
Q

Normal Stress

___________________

  • Consider a vertical rod of uniform cross-sectional area A subjected to equal and opposite pulls F at the ends of the rod.
  • These pulls tend to lengthen the rod, which is said to be in tension.
  • The rod is in equilibrium under the action of the two external forces.
  • Thus, a cross section A of the rod is acted on by a downward force equal to the force F exerted by the part of the rod below it and an upward force equal to the force F exerted by the part of the rod above it.
A

Tensile Stress

23
Q

Tensile Stress
* The tensile stress at that cross section in the rod is
defined as
𝜎𝑡 = 𝐹/𝐴

Where:
𝜎t - tensile stress in lb/in2 (psi) or N/mm2 (Pa)scal
F - external tensile force (or applied load) in lbs or N
A - stressed cross-sectional area in in2 or mm2
.

A

Tensile Stress

24
Q

A tensile stress is also called a normal stress because the external and internal forces are __________ (normal) to the cross-sectional area under consideration.

A

perpendicular

25
Q

Tensile Stress

Sample Problem:
Find the stress of the 50 mm diameter rod under tension with an applied force of 200KN.

A

𝜎𝑡 = 𝐹/𝐴 = 200/𝜋[(100𝑚𝑚^2)/4] =
= 101.91 Pa

26
Q

_____________ Is a solid material’s ability to
deform under tensile stress

A

Ductility

27
Q

A force that attempts to squeeze or compress a material.

A

Compressive Stress

28
Q

UTM means?

A

Universal Testing Machine

29
Q
  • Consider a vertical rod of uniform cross-sectional area A subjected to equal and opposite pushes F at the
    ends of the rod.
  • These pushes tend to shorten the rod, which is said to be in compression.
A

Compressive Stress

30
Q

The ______________ in the rod is
𝜎𝑐 = 𝐹/𝐴

Where:
𝜎c - compressive stressin lb/in2 (psi) or N/mm2 (Pa)scal
F - external compressive force (or applied load) in lbs or N
A - stressed cross-sectional area in in2 or mm2
.

A

compressive stress

31
Q

Compressive Stress
Sample Problem:

Calculate the compressive strength of a concrete cylinder. The cross-sectional faces of the cylinder each measure 6 inches across, and the cylinder failed at 71,000 pounds of force. What is the compressive strength of that sample of concrete?

A

Solution:
𝜎𝑐 = 𝐹/𝐴 = 71000 𝑙𝑏𝑠 / 𝜋(3𝑖𝑛𝑐ℎ𝑒𝑠)^2

= 71000 𝑙𝑏𝑠/28.26 𝑖𝑛𝑐ℎ^2

= 2512 psi

32
Q

A compressive stress is also called a normal stress because the external and internal forces are ________ to the cross-sectional area under consideration.

A

normal

33
Q
  • Consider a rectangular solid subjected to a
    force F acting to the right along its top surface and
    an equal and opposite force F acting to the left
    along its bottom surface.
  • Also imagine that the solid consists of layers, each
    of area A, parallel to the top and bottom surfaces.
  • Each layer is acted on by two forces.
  • The layer above it exerts a force F to the right, and
    the layer below it exerts a force F to the left.
  • These forces tend to cause one layer to slide, or
    finally shear off, with respect to another layer.
A

Shearing Stress