GUIDED BY:
Mr. KUNAL SAURABH
(Assistant Professor)
(Mechanical Department)
PRESENTED BY:
RISHI KUMAR VERMA
Roll no:12090326(5.4.2)
DEPARTMENT OF MECHANICAL ENGINEERING
• Uses an utm to apply measured force to an
test specimen. The amount of extension can
be measured and graphed.
• Variables such as strain, stress, elasticity,
tensile strength, ductility and shear strength
can be gauged.
• Test specimens can be round or flat.
• Ensure quality
• Test properties
• Prevent failure in use
• Make informed choices in using material
:
• STRENGTH
• DUCTILITY
• ELASTICITY
• STIFFNESS
•. MALLEABILTY
•. MODULUS of TOUGHNESS
•. MODULUS of RESILIENCE
A machine which applies a tensile force (a
force applied in opposite directions) to the
specimen, and then measures that force
and also the elongation:
This machine usually uses a hydraulic
cylinder to create the force. The applied
force is determined by system pressure,
which can be accurately measured.
HYDRAULIC UNIVERSAL TESTING MACHINE
A universal testing machine (UTM), also known as a universal
tester, materials testing machine or materials test frame, is used to test
the tensile stress and compressive strength of materials . It is named after
the fact that it can perform many standard tensile and compression tests
on materials, components, and structures.
• Brittle material :
The rupture occurs
along a surface
perpendicular to
the loading plane.
For ex: glass,
stone, normal
concrete,
aluminum.
Tensile strength = Maximum Load
Cross section area
Maximum load is the highest point on the graph.
Often called Ultimate Tensile Strength (UTS)
Modulus of Elasticity -A measure of a materials ability to
regain its original dimensions after the removal of a load or
force. The modulus is the slope of the straight line portion of
the stress-strain diagram up to the proportional limit.
Calculation
E = (F1 -F2)Lo / (1 - 2)A
Graph
Strain () in/in
Stress(S)psi
Proportional / Elastic Limit
Slope
Breaking/Rupture Stress - The maximum amount of
stress that can be applied before rupture occurs. The
material fractures in the necking region where the
material reduces in diameter as the material elongates.
Graph
Strain () in/in
Stress(S)psi
Rupture Point
Necking Region
Strain () in/in
Stress(S)psi
Elastic Region
Modulus of Resilience -A measure of a materials ability to
absorb energy up to the elastic limit. This modulus is
represented by the area under the stress versus strain
curve from zero force to the elastic limit.
Calculation
Ur = 1/2 (yp)( yp)
Graph
Elastic Limit
Modulus of Toughness -A measure of a materials ability to
plastically deform without fracturing. Work is performed by the
material absorbing energy by the blow or deformation. This
measurement is equal to the area under the stress versus
strain curve from its origin through the rupture point.
Graph
Strain () in/in
Stress(S)psi
Plastic Region
Calculation:
Ut = 1/3(Br) (yp + 2ult)
Total Strain/ Deformation -The total amount of
elongation of a sample to rupture
normalized(divided by) by the initial length.
Calculation: total = total/Lo
Ductility:The ability of a material to be deformed
plastically without rupture.
Calculation: % Elongation =  total(100)
Calculations:
% Reduction in area = Aoriginal - A final / A original (100)
• Aerospace Industry
• Shear and tensile strength testing of fasteners
e.g. Bolts, nuts and screws
• Textiles Industry
• 'Pull-off' characteristics of buttons, stitched-on
decorations, press studs, zip fasteners, hook-
and-loop fasteners
• Benefits of Tensile Testing
• The data produced in a tensile test can be
used in many ways including:
• To determine batch quality
• To determine consistency in manufacture
• To aid in the design process
• To reduce material costs and achieve lean
manufacturing goals

Tensile testing ppt

  • 1.
    GUIDED BY: Mr. KUNALSAURABH (Assistant Professor) (Mechanical Department) PRESENTED BY: RISHI KUMAR VERMA Roll no:12090326(5.4.2) DEPARTMENT OF MECHANICAL ENGINEERING
  • 2.
    • Uses anutm to apply measured force to an test specimen. The amount of extension can be measured and graphed. • Variables such as strain, stress, elasticity, tensile strength, ductility and shear strength can be gauged. • Test specimens can be round or flat.
  • 3.
    • Ensure quality •Test properties • Prevent failure in use • Make informed choices in using material
  • 4.
    : • STRENGTH • DUCTILITY •ELASTICITY • STIFFNESS •. MALLEABILTY •. MODULUS of TOUGHNESS •. MODULUS of RESILIENCE
  • 5.
    A machine whichapplies a tensile force (a force applied in opposite directions) to the specimen, and then measures that force and also the elongation: This machine usually uses a hydraulic cylinder to create the force. The applied force is determined by system pressure, which can be accurately measured.
  • 6.
    HYDRAULIC UNIVERSAL TESTINGMACHINE A universal testing machine (UTM), also known as a universal tester, materials testing machine or materials test frame, is used to test the tensile stress and compressive strength of materials . It is named after the fact that it can perform many standard tensile and compression tests on materials, components, and structures.
  • 10.
    • Brittle material: The rupture occurs along a surface perpendicular to the loading plane. For ex: glass, stone, normal concrete, aluminum.
  • 11.
    Tensile strength =Maximum Load Cross section area Maximum load is the highest point on the graph. Often called Ultimate Tensile Strength (UTS)
  • 12.
    Modulus of Elasticity-A measure of a materials ability to regain its original dimensions after the removal of a load or force. The modulus is the slope of the straight line portion of the stress-strain diagram up to the proportional limit. Calculation E = (F1 -F2)Lo / (1 - 2)A Graph Strain () in/in Stress(S)psi Proportional / Elastic Limit Slope
  • 13.
    Breaking/Rupture Stress -The maximum amount of stress that can be applied before rupture occurs. The material fractures in the necking region where the material reduces in diameter as the material elongates. Graph Strain () in/in Stress(S)psi Rupture Point Necking Region
  • 14.
    Strain () in/in Stress(S)psi ElasticRegion Modulus of Resilience -A measure of a materials ability to absorb energy up to the elastic limit. This modulus is represented by the area under the stress versus strain curve from zero force to the elastic limit. Calculation Ur = 1/2 (yp)( yp) Graph Elastic Limit
  • 15.
    Modulus of Toughness-A measure of a materials ability to plastically deform without fracturing. Work is performed by the material absorbing energy by the blow or deformation. This measurement is equal to the area under the stress versus strain curve from its origin through the rupture point. Graph Strain () in/in Stress(S)psi Plastic Region Calculation: Ut = 1/3(Br) (yp + 2ult)
  • 16.
    Total Strain/ Deformation-The total amount of elongation of a sample to rupture normalized(divided by) by the initial length. Calculation: total = total/Lo Ductility:The ability of a material to be deformed plastically without rupture. Calculation: % Elongation =  total(100) Calculations: % Reduction in area = Aoriginal - A final / A original (100)
  • 17.
    • Aerospace Industry •Shear and tensile strength testing of fasteners e.g. Bolts, nuts and screws • Textiles Industry • 'Pull-off' characteristics of buttons, stitched-on decorations, press studs, zip fasteners, hook- and-loop fasteners
  • 18.
    • Benefits ofTensile Testing • The data produced in a tensile test can be used in many ways including: • To determine batch quality • To determine consistency in manufacture • To aid in the design process • To reduce material costs and achieve lean manufacturing goals