Department of Civil Engineering NED University Engineering & Technology Building Prof Sarosh Lodi.

Slides:



Advertisements
Similar presentations
ODOT Structure Project Manager Seminar Concrete Decks
Advertisements

1 Design and drawing of RC Structures CV61 Dr. G.S.Suresh Civil Engineering Department The National Institute of Engineering Mysore Mob:
Chp12- Footings.
Reinforced Concrete Design-8
Lecture 9 - Flexure June 20, 2003 CVEN 444.
Elastic Stresses in Unshored Composite Section
VOBUG Conference August 3 rd, 2010 Nashville, Tennessee Robert LeFevre, P.E. Adam Price, P.E. Tennessee Department of Transportation Structures Division.
Overview Waffle Slab.
CHAPTER 9 MASONRY.
Reinforced Concrete Flexural Members
Summary Sheet Session Number : Date : Subject Expert : Dr. M.C. Nataraja Professor Department of Civil Engineering, Sri Jayachamarajendra.
Lecture 15- Bar Development
Anchorage and Development Length. Development Length - Tension Where, α = reinforcement location factor β = reinforcement coating factor γ = reinforcement.
1 Design and drawing of RC Structures CV61 Dr. G.S.Suresh Civil Engineering Department The National Institute of Engineering Mysore Mob:
SHEAR IN BEAMS. SHEAR IN BEAMS Example (4.1): A rectangular beam has the dimensions shown in Figure 4.12.a and is loaded with a 40 ton concentrated.
Chapter-7 Bond Development Length & Splices
Abstract This project is a structural analysis and design of a residential building located in JENIEN City, The building is consisted of 7 floors. The.
ONE-WAY SLAB. ONE-WAY SLAB Introduction A slab is structural element whose thickness is small compared to its own length and width. Slabs are usually.
Chp.12 Cont. – Examples to design Footings
1 Design and drawing of RC Structures CV61 Dr. G.S.Suresh Civil Engineering Department The National Institute of Engineering Mysore Mob:
Torsion in Girders A2 A3 M u = w u l n 2 /24 M u = w u l n 2 /10M u = w u l n 2 /11 B2 B3 The beams framing into girder A2-A3 transfer a moment of w u.
BEARING OR CRUSHING Bearing Stresses (Compression Perpendicular to the Grain) Allowable stresses for compression perpendicular to the grain are available.
786 Design of Two way floor system for Flat slab
Slab Design.
EXAMPLE 9.2 – Part IV PCI Bridge Design Manual
10 Pure Bending.
Footings.
Code Comparison between
COLUMNS. COLUMNS Introduction According to ACI Code 2.1, a structural element with a ratio of height-to least lateral dimension exceeding three used.
Introduction to Columns
Composite Beams and Columns
DESIGN FOR TORSION Reinforced Concrete Structures
SHEAR IN BEAMS. SHEAR IN BEAMS Introduction Loads applied to beams produce bending moments, shearing forces, as shown, and in some cases torques. Beams.
1 Design and drawing of RC Structures CV61 Dr. G.S.Suresh Civil Engineering Department The National Institute of Engineering Mysore Mob:
Lecture 21 – Splices and Shear
Umm Al-Qura University Department of Civil & Structural Engineering 1 Design of reinforced concrete II Design of one-way solid slabs Lecture (1)
University of Palestine
Plain & Reinforced Concrete-1 CE-313
BEAMS AND COLUMNS.
Reinforced Concrete Design
1.
TOPICS COVERED Building Configuration Response of Concrete Buildings
FOOTINGS. FOOTINGS Introduction Footings are structural elements that transmit column or wall loads to the underlying soil below the structure. Footings.
Umm Al-Qura University Department of Civil & Structural Engineering 1 Design of reinforced concrete II Design of Flat Slab Floors Lecture (3)
Fordham Place Bronx, NY Aric Heffelfinger Structural Option Spring 2006.
Isolated footing with axial load and moment
6- Calculation of shear stress at composite interface: A)Under service load: Strain and stress distributions across composite beam cross- section, under.
Composite Construction
Vietnam Institute for Building Science and Technology (IBST)
Reinforcement Information - Code
Practical Design of PT Buildings
By Dr. Attaullah Shah Swedish College of Engineering and Technology Wah Cantt. Reinforced Concrete Design-6 Shear Design of Beams.
Prof. Shrikant M. Harle Asst prof. Dept of Civil Engg PRMCEAM
Stairs :- Chaudhari Tanmay. M :-Gamit Vinay..
Dr Badorul Hisham Abu Bakar
786 Design of Two Way floor system for Flat Plate Slab
Code Comparison between
Structural Design of Technology College in Hebron University
(i) proper arrangement of reinforcing bars and
An-Najah National University
Lecture 39 - Design of Two-Way Floor Slab System
Structure II Course Code: ARCH 209 Dr. Aeid A. Abdulrazeg
786 Design of Two Way Floor System for Slab with Beams
Structural Analysis And Design of Sorda Building
Reinforced Concrete Design-4 Design of T beams
Beams.
Reinforced Concrete Design-4 Design of T beams
Plain & Reinforced Concrete-1 CE3601
Reinforced Concrete Design-4 Design of T beams
Chapter 13 Concrete Form Design.
Presentation transcript:

Department of Civil Engineering NED University Engineering & Technology Building Prof Sarosh Lodi

Department of Civil Engineering NED University Engineering & Technology TOPICS COVERED  Intro

Department of Civil Engineering NED University Engineering & Technology FLEXURAL MEMBERS OF SMRF General  Clear span not less than 4 times effective depth  Width/depth ratio not less than 0.3  Width not less than 10 in  Width not more than width of supporting member plus distance on each side of supporting member equal to ¾ of the depth of flexural member Cont.

Department of Civil Engineering NED University Engineering & Technology FLEXURAL MEMBERS OF SMRF Longitudinal Reinforcement  Reinforcement ratio not less than 200/fy  Reinforcement ratio not more than  Two bars should be continuous in top and bottom  +ve moment strength at joint face should not be less than ½ of –ve moment strength  +ve or –ve moment strength at any section should not be less than ¼ of strength at joint face  Lap allowed only with hoop or spiral reinforcement  Lap splices are not allowed  within joints  a distance of 2d from joint face

Department of Civil Engineering NED University Engineering & Technology FLEXURAL MEMBERS OF SMRF Longitudinal Reinforcement

Department of Civil Engineering NED University Engineering & Technology FLEXURAL MEMBERS OF SMRF Transverse Reinforcement  Maximum hoop spacing shall not exceed  d/4  8 times dia of smallest longitudinal bar  24 times dia of hoop bar  12 in  Examples of hoops are Cont.

Department of Civil Engineering NED University Engineering & Technology COLUMNS FOR SMRF General  Shortest cross-sectional dimension is 12 in.  Ratio of shortest dimension to perpendicular dimension shall not be less than 0.4

Department of Civil Engineering NED University Engineering & Technology COLUMNS FOR SMRF Reinforcement  Longitudinal reinforcement ratio not less than 0.01 and not more than 0.06  Concrete cover for transverse reinforcement shall not exceed 4 in.  Spacing of rings (s) shall not exceed  s=¼ of minimum column dimension  s=6 times dia of longitudinal bar  s=4+[(14-hx)/3] 4”< s <6”  Length of column (L) for above ring spacing shall not be less than  depth of column  1/6 of clear span  18 in.

Department of Civil Engineering NED University Engineering & Technology COLUMNS FOR SMRF Reinforcement  Spacing (S1) for the rest of column length is smaller of  6 times longitudinal bar dia  6 in.  Example of rings is

Department of Civil Engineering NED University Engineering & Technology COLUMNS FOR SMRF

Department of Civil Engineering NED University Engineering & Technology COLUMNS FOR SMRF

Department of Civil Engineering NED University Engineering & Technology COLUMNS FOR SMRF

Department of Civil Engineering NED University Engineering & Technology COLUMNS FOR SMRF Joints  Beam longitudinal reinforcement must be extended to the far face of column and anchored  Column dimension parallel to the beam reinforcement not be less than 20 times bar dia  Transverse reinforcement shall be provided in joint

Department of Civil Engineering NED University Engineering & Technology INTERMEDIATE MOMENT RESISTING FRAME Beams  +ve moment strength at joint face should not be less than 1/3 of –ve moment strength  +ve or –ve moment strength at any section should not be less than 1/5 of strength at joint face  First hoop provided at 2 in. from face of support  Maximum hoop spacing shall not exceed  d/4  8 times dia of smallest longitudinal bar  24 times dia of hoop bar  12 in

Department of Civil Engineering NED University Engineering & Technology INTERMEDIATE MOMENT RESISTING FRAME Columns  Hoops provided at spacing (s) over length (L) from both ends  s should be smallest of  8 times dia of smallest longitudinal bar  24 times dia of hoop bar  ½ of smallest dimension of frame member  12 in  L should be largest of  1/6 of clear span of column  Minimum dimension of column  18 in

Department of Civil Engineering NED University Engineering & Technology INTERMEDIATE MOMENT RESISTING FRAME Columns  Hoops provided at spacing (s) over length (L) from both ends  s should be smallest of  8 times dia of smallest longitudinal bar  24 times dia of hoop bar  ½ of smallest dimension of frame member  12 in  L should be largest of  1/6 of clear span of column  Minimum dimension of column  18 in