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Part 3:Architecture First Year
UNDERSTANDING STRESSES
IN STRUCTURES- Tension and
Compression together
Prepared By: Ar. Harshada A.Bramhe
For 1st yr B’Arch Students
ENGINEERING MECHANICS
• PHYSICAL SCIENCES THAT DEALS WITH THE
FORCES THAT ACT ON A BODY.
• A BODY: ANY PHYSICAL OBJECT EG. A BOX
• SAY ITS 2KG WHICH MEANS THAT THERE IS A
FORCE OF 2KG ACTING ON THIS BOX IN THE
DOWNWARD DIRECTION.
LOADS ( FORCE)
LIVEDEAD
REACTIONS
FORCE DEVELOPED
AT THE SUPPORTS
IN RESPONSE TO
THE APPLIED LOADS
CONCEPTS OF STRUCTURAL ANALYSIS
LOADS
REACTIONS( a force
developed at the
supports in response to
the applies loads
EXTERNAL
FORCES
TENSION
COMP
RESSI
ON
INTERNAL
FORCES(
CAUSED BY
THE EXTERNAL
FORCES)
TENSION
COMPRESSI
ON
STRESS( INTERNAL
FORCE DISTRIBUTED
OVER THE ENTIRE
CROSS SECTIONAL
AREA OF THE
MEMBER) always
expressed as force
per unit area
STRENGTH OF
MATERIAL (
VALUE OF STRESS
THAT THE MATERIAL
CAN CARRY)
EVALUATE THE PERFORMANCE OF MATERIAL
STRESS< STRENGTH OF MATERIAL THE MATERIAL WILL
NOT FAIL but
IF STRESS > STRENGTH OF THE MATERIAL IT WILL FAIL
1.
2
4
5.
3
What does it mean for a structure to
carry loads?
• A structure carries loads successfully if:
The stresses caused by external forces
are less than the strength of the
associated materials.
Number of beads on
shallower side balance
the no. of beads on
steeper side
All vertical forces are balanced
If a trains comes and slams its breaks from left we need a
horizontal reaction at support to counter balance that force
created . We need to also balance all horizontal forces so
that the bridge is in equilibrium
1. TENSION AND COMPRESSION
(in different members of same
structure)
2. TENSION AND COMPRESSION
(together in members of same
structure) causes SHEAR AND
BENDING
TENSION AND
COMPRESSION IN
DIFFERENT MEMBERS
OF THE SAME
STRUCTURE
TENSIGRITY STRUCTURES
TENSEGRITY SCULPTURES AS
FLOATING COMPRESSION.
• Kenneth Snelson is a sculptor and one of the first to
build tensegrity sculptures. He defines tensegrity
“ As A Closed Structural System Composed Of
Compression Struts Within A Network Of Tension
Tendons”.
And the word tensegrity was coined by Buckminster
Fuller in the 1960s, by combining the words tension
and integrity.
• TENSIGRITY STRUCTURES
TRUSSES- THE POWER OF THE TRIANGLE
• According to Hibbeler, "a truss is a structure composed of
slender members joined Together at their end point." And
the joint at those end points is kind of the key to a truss.
• Truss members are pinned together. Every joint in a truss
will be pinned.
• They can rotate independently of each other.
• So if this structure somehow moves Horizontally or
vertically they'll move together. But they'll rotate
independently. And that's the definition of a pin joint.
• Another key, with trusses is all the loads will be applied to
the joints.
TRUSSES
WHAT IS THE OPTIMUM MEMBERS IN
A TRUSS ?
NO. OF BARS + 3 = 2 x NO.OF JOINTS
FORMULAE
WHAT HAPPENS WHEN FORCES ARE APPLIES?
LOAD IS APPLIED AT THE JOINTS
COMPRESSION TENSION
IF DIAGONALS ARE REVERSED THE MEMBERS CARRYING TENSION AND
COMPRESSION CHANGE
IF HEIGHT OF TRUSS INCREASED THE FORCES WILL DECREASE
COMPRESSION TENSION
TENSION AND
COMPRESSION IN
SAME MEMBERS OF
STRUCTURE
OLDEST EXAMPLE OF USE OF BEAM LION GATEIN
GREECE BRONZE AGE CIVILIZATION
USE OF BEAMS
WHAT IS A BEAM?
IT IS A STRUCTURAL MEMBER THAT IS
SUBJECTED TO TRANSVERSE LOADING I.E.
LOADING THAT IS APPLIED PERPENDICULAR TO
THE AXIS OF THE MEMBER.IT resists load BY
BENDING WHICH IS ALSO CALLED FLEXURE.
A BEAM HAS 3 MAIN
PHYSICAL
CHARACTERISTICS:
1. How its supported i.e
support configuration
(simple, continuous
,cantilever
2. 2.Cross section area
3. Profile
SIMPLE SUPPORT
CANTILEVER
CONTINUOUS SUPPORT
EG OF HOW TO ANALYSE A BEAM
ON THE CROSS SECTION OF THE
MEMBER THE 2 INTERNAL FORCE
DUE TO EQULIBRIUM BOTH THE
FORCES ARE HORIZONTALAND HAVE
TO COUNTER BALANCE EACH
DUE TO THESE EQUALAND
OPPOSITE FORCE A ROTATION IS
CAUSED AT THE CUT END OF THE
BEAM SECTION
THE TENDENCY OF A FORCE TO
CAUSE ROTATION IS CALLED A
MOMENT.
THE EFFECT OF INTERNAL
TENSION AND COMPRESSION IS
EQUAL TO THE MOMENT.
HIGHER MOMENT OF INERTIA ( MASS IS AWAY FROM NEUTRAL AXIS)
PRODUCES LESSER STRESS.
TORSION OR TWISTING
I SHAPED BEAM HAS
LOWER RESISTANCE
TO TORSION OR
TWISITING SINCE ITS
AN OPEN SHAPE NOT
CLOSED.
HOLLOW BOX SECTION IS A CLOSED
FIGURE, HENCE IT HAS HIGHER
RESISTANCE TO TORSION OR
TWISTING AND ALSO HAS A HIGHER
MOMENT OF INERTIA.
THE DEPTH OF BEAM IS
GOVERENED BY MOMENT
DIAGRAM
MAX. BENDING MOMENT
MAX DEPTH OF BEAM
THE DEPTH OF BEAM IS
GOVERENED BY
NEGATIVE MOMENT
DIAGRAM
MAX. NEGATIVE
BENDING MAX.
MAGNITUDE HENCE
MAX. DEPTH OF BEAM
IMPORTANT POINTERS
• Ropes, chains ,cables will always be in tension they cannot take
compression.
• Strength of member in tension is not dependent on it length but is
dependent on the cross sectional area of the member.
• If body is in equilibrium then the External forces= Internal forces
• If stress < strength of material it will not fail.
• Stress is independent of geometry and material.
• Hollow members have higher moment of inertia
• Members with higher moment of inertia have more resistance to bending
AND buckling.
• Tall columns fail in buckling before they fail in compression
• Short columns will fail in compression before buckling
• Columns are axially loaded beams are transversely loaded.
• “I” shape /open shapes are weaker in twisting and torsion, closed shape
in stronger.
• Optimum members in a truss (3+ NO. OF BARS = 2 X NO. OF JOINTS)
References & Acknowledgement
Lectures and videos :Understanding the World’s Greatest Structures: Science
and Innovation from Antiquity to Modernity
Professor Stephen Ressler United States Military Academy at West Point
Lectures and videos : Youtube DartmouthX –The Engineering of Structures
around us.
Images from Google.com
Thank You
This Presentation has been developed by Ar. Harshada A Bramhe( Academician) .It is in 3
parts for First year B’Arch students to understand the Basics of Stresses- in Structures.

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Part 3 Architecture First year Understanding stresses in structures tension and compression together

  • 1. Part 3:Architecture First Year UNDERSTANDING STRESSES IN STRUCTURES- Tension and Compression together Prepared By: Ar. Harshada A.Bramhe For 1st yr B’Arch Students
  • 2. ENGINEERING MECHANICS • PHYSICAL SCIENCES THAT DEALS WITH THE FORCES THAT ACT ON A BODY. • A BODY: ANY PHYSICAL OBJECT EG. A BOX • SAY ITS 2KG WHICH MEANS THAT THERE IS A FORCE OF 2KG ACTING ON THIS BOX IN THE DOWNWARD DIRECTION.
  • 3. LOADS ( FORCE) LIVEDEAD REACTIONS FORCE DEVELOPED AT THE SUPPORTS IN RESPONSE TO THE APPLIED LOADS
  • 4. CONCEPTS OF STRUCTURAL ANALYSIS LOADS REACTIONS( a force developed at the supports in response to the applies loads EXTERNAL FORCES TENSION COMP RESSI ON INTERNAL FORCES( CAUSED BY THE EXTERNAL FORCES) TENSION COMPRESSI ON STRESS( INTERNAL FORCE DISTRIBUTED OVER THE ENTIRE CROSS SECTIONAL AREA OF THE MEMBER) always expressed as force per unit area STRENGTH OF MATERIAL ( VALUE OF STRESS THAT THE MATERIAL CAN CARRY) EVALUATE THE PERFORMANCE OF MATERIAL STRESS< STRENGTH OF MATERIAL THE MATERIAL WILL NOT FAIL but IF STRESS > STRENGTH OF THE MATERIAL IT WILL FAIL 1. 2 4 5. 3
  • 5. What does it mean for a structure to carry loads? • A structure carries loads successfully if: The stresses caused by external forces are less than the strength of the associated materials.
  • 6. Number of beads on shallower side balance the no. of beads on steeper side
  • 7. All vertical forces are balanced If a trains comes and slams its breaks from left we need a horizontal reaction at support to counter balance that force created . We need to also balance all horizontal forces so that the bridge is in equilibrium
  • 8. 1. TENSION AND COMPRESSION (in different members of same structure) 2. TENSION AND COMPRESSION (together in members of same structure) causes SHEAR AND BENDING
  • 9. TENSION AND COMPRESSION IN DIFFERENT MEMBERS OF THE SAME STRUCTURE
  • 11. TENSEGRITY SCULPTURES AS FLOATING COMPRESSION. • Kenneth Snelson is a sculptor and one of the first to build tensegrity sculptures. He defines tensegrity “ As A Closed Structural System Composed Of Compression Struts Within A Network Of Tension Tendons”. And the word tensegrity was coined by Buckminster Fuller in the 1960s, by combining the words tension and integrity.
  • 13. TRUSSES- THE POWER OF THE TRIANGLE
  • 14. • According to Hibbeler, "a truss is a structure composed of slender members joined Together at their end point." And the joint at those end points is kind of the key to a truss. • Truss members are pinned together. Every joint in a truss will be pinned. • They can rotate independently of each other. • So if this structure somehow moves Horizontally or vertically they'll move together. But they'll rotate independently. And that's the definition of a pin joint. • Another key, with trusses is all the loads will be applied to the joints.
  • 16. WHAT IS THE OPTIMUM MEMBERS IN A TRUSS ? NO. OF BARS + 3 = 2 x NO.OF JOINTS FORMULAE
  • 17. WHAT HAPPENS WHEN FORCES ARE APPLIES? LOAD IS APPLIED AT THE JOINTS COMPRESSION TENSION
  • 18. IF DIAGONALS ARE REVERSED THE MEMBERS CARRYING TENSION AND COMPRESSION CHANGE IF HEIGHT OF TRUSS INCREASED THE FORCES WILL DECREASE COMPRESSION TENSION
  • 19. TENSION AND COMPRESSION IN SAME MEMBERS OF STRUCTURE
  • 20. OLDEST EXAMPLE OF USE OF BEAM LION GATEIN GREECE BRONZE AGE CIVILIZATION USE OF BEAMS WHAT IS A BEAM? IT IS A STRUCTURAL MEMBER THAT IS SUBJECTED TO TRANSVERSE LOADING I.E. LOADING THAT IS APPLIED PERPENDICULAR TO THE AXIS OF THE MEMBER.IT resists load BY BENDING WHICH IS ALSO CALLED FLEXURE.
  • 21. A BEAM HAS 3 MAIN PHYSICAL CHARACTERISTICS: 1. How its supported i.e support configuration (simple, continuous ,cantilever 2. 2.Cross section area 3. Profile SIMPLE SUPPORT CANTILEVER CONTINUOUS SUPPORT
  • 22. EG OF HOW TO ANALYSE A BEAM ON THE CROSS SECTION OF THE MEMBER THE 2 INTERNAL FORCE DUE TO EQULIBRIUM BOTH THE FORCES ARE HORIZONTALAND HAVE TO COUNTER BALANCE EACH
  • 23. DUE TO THESE EQUALAND OPPOSITE FORCE A ROTATION IS CAUSED AT THE CUT END OF THE BEAM SECTION THE TENDENCY OF A FORCE TO CAUSE ROTATION IS CALLED A MOMENT. THE EFFECT OF INTERNAL TENSION AND COMPRESSION IS EQUAL TO THE MOMENT.
  • 24. HIGHER MOMENT OF INERTIA ( MASS IS AWAY FROM NEUTRAL AXIS) PRODUCES LESSER STRESS.
  • 25. TORSION OR TWISTING I SHAPED BEAM HAS LOWER RESISTANCE TO TORSION OR TWISITING SINCE ITS AN OPEN SHAPE NOT CLOSED. HOLLOW BOX SECTION IS A CLOSED FIGURE, HENCE IT HAS HIGHER RESISTANCE TO TORSION OR TWISTING AND ALSO HAS A HIGHER MOMENT OF INERTIA.
  • 26. THE DEPTH OF BEAM IS GOVERENED BY MOMENT DIAGRAM MAX. BENDING MOMENT MAX DEPTH OF BEAM THE DEPTH OF BEAM IS GOVERENED BY NEGATIVE MOMENT DIAGRAM MAX. NEGATIVE BENDING MAX. MAGNITUDE HENCE MAX. DEPTH OF BEAM
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  • 29. IMPORTANT POINTERS • Ropes, chains ,cables will always be in tension they cannot take compression. • Strength of member in tension is not dependent on it length but is dependent on the cross sectional area of the member. • If body is in equilibrium then the External forces= Internal forces • If stress < strength of material it will not fail. • Stress is independent of geometry and material. • Hollow members have higher moment of inertia • Members with higher moment of inertia have more resistance to bending AND buckling. • Tall columns fail in buckling before they fail in compression • Short columns will fail in compression before buckling • Columns are axially loaded beams are transversely loaded. • “I” shape /open shapes are weaker in twisting and torsion, closed shape in stronger. • Optimum members in a truss (3+ NO. OF BARS = 2 X NO. OF JOINTS)
  • 30. References & Acknowledgement Lectures and videos :Understanding the World’s Greatest Structures: Science and Innovation from Antiquity to Modernity Professor Stephen Ressler United States Military Academy at West Point Lectures and videos : Youtube DartmouthX –The Engineering of Structures around us. Images from Google.com
  • 31. Thank You This Presentation has been developed by Ar. Harshada A Bramhe( Academician) .It is in 3 parts for First year B’Arch students to understand the Basics of Stresses- in Structures.