SNS COLLEGE OF ENGINEERING
Kurumbapalayam (Po), Coimbatore – 641 107
An Autonomous Institution
Accredited by NBA – AICTE and Accredited by NAAC – UGC with ‘A’ Grade
Approved by AICTE, New Delhi & Affiliated to Anna University, Chennai
DEPARTMENT OF CIVIL ENGINEERING
COURSE NAME: CE8502 – STRUCTURAL ANALYSIS I
III YEAR/V SEMESTER
Unit 2 – Slope Deflection Method
Topic 6 : Portal Frames with Sway
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SNSCE/ Civil Engg /V sem / Shanmugasundaram N/ Ap/Civil
Reasons for Sway in portal frame
1. Eccentric or unsymmetrical loading.
2. Unsymmetrical shape of the frame.
3. Different end conditions of columns of the portal frame.
4. Non – uniform section of the member of the frame.
5. Horizontal loading on the column of the frame.
6. Settlement of the supports of the frame.
7. A combination of the above.
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1.Eccentric or unsymmetrical loading
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2.Unsymmetrical shape of the frame
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5/17
3.Different end conditions of columns
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4.Non – uniform section of the member
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5.Horizontal loading on the column of the frame
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6.Settlement of the supports of the frame
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SNSCE/ Civil Engg /V sem / Shanmugasundaram N/ Ap/Civil
7.A combination of the above.
The amount of joint moment or sway is not
known and forms an additional unknown.
Shear equation is used to evaluate the
additional unknown.
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SNSCE/ Civil Engg /V sem / Shanmugasundaram N/ Ap/Civil
General Equation Case 1
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General Equation Case 1
.
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General Equation Case 1
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Shear Equation Case 2
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Shear Equation Case 3
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Shear Equation Case 4
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Shear Equation Case 4
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Thank You
Be a hero, Always say,
“I have no fear”
- Swami Vivekananda

Portal frames with sway - - Structural Analysis

  • 1.
    SNS COLLEGE OFENGINEERING Kurumbapalayam (Po), Coimbatore – 641 107 An Autonomous Institution Accredited by NBA – AICTE and Accredited by NAAC – UGC with ‘A’ Grade Approved by AICTE, New Delhi & Affiliated to Anna University, Chennai DEPARTMENT OF CIVIL ENGINEERING COURSE NAME: CE8502 – STRUCTURAL ANALYSIS I III YEAR/V SEMESTER Unit 2 – Slope Deflection Method Topic 6 : Portal Frames with Sway
  • 2.
    12/4/2020 2/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil Reasons for Sway in portal frame 1. Eccentric or unsymmetrical loading. 2. Unsymmetrical shape of the frame. 3. Different end conditions of columns of the portal frame. 4. Non – uniform section of the member of the frame. 5. Horizontal loading on the column of the frame. 6. Settlement of the supports of the frame. 7. A combination of the above.
  • 3.
    12/4/2020 3/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil 1.Eccentric or unsymmetrical loading
  • 4.
    12/4/2020 4/17SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil 2.Unsymmetrical shape of the frame
  • 5.
    12/4/2020 SNSCE/ Civil Engg/V sem / Shanmugasundaram N/ Ap/Civil 5/17 3.Different end conditions of columns
  • 6.
    12/4/2020 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil 6/17 4.Non – uniform section of the member
  • 7.
    12/4/2020 7/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil 5.Horizontal loading on the column of the frame
  • 8.
    12/4/2020 8/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil 6.Settlement of the supports of the frame
  • 9.
    12/4/2020 9/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil 7.A combination of the above. The amount of joint moment or sway is not known and forms an additional unknown. Shear equation is used to evaluate the additional unknown.
  • 10.
    12/4/2020 10/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil General Equation Case 1
  • 11.
    12/4/2020 11/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil General Equation Case 1 .
  • 12.
    12/4/2020 12/17SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil General Equation Case 1
  • 13.
    12/4/2020 13/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil Shear Equation Case 2
  • 14.
    12/4/2020 14/17SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil Shear Equation Case 3
  • 15.
    12/4/2020 15/17 SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil Shear Equation Case 4
  • 16.
    12/4/2020 SNSCE/ Civil Engg/V sem / Shanmugasundaram N/ Ap/Civil 16/17 Shear Equation Case 4
  • 17.
    12/4/2020 17/17SNSCE/ CivilEngg /V sem / Shanmugasundaram N/ Ap/Civil Thank You Be a hero, Always say, “I have no fear” - Swami Vivekananda