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Material Properties:: Design of Concrete Beam

The document details the design specifications and calculations for a 3-storey commercial building's concrete beam, including material properties, beam dimensions, and stress results. It outlines the design for flexural reinforcement, stirrups, torsion reinforcements, and crack control, indicating that the beam is structurally adequate with no cracking observed. The calculations confirm compliance with relevant structural standards and specifications.
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0% found this document useful (0 votes)
21 views1 page

Material Properties:: Design of Concrete Beam

The document details the design specifications and calculations for a 3-storey commercial building's concrete beam, including material properties, beam dimensions, and stress results. It outlines the design for flexural reinforcement, stirrups, torsion reinforcements, and crack control, indicating that the beam is structurally adequate with no cracking observed. The calculations confirm compliance with relevant structural standards and specifications.
Copyright
© © All Rights Reserved
We take content rights seriously. If you suspect this is your content, claim it here.
Available Formats
Download as PDF, TXT or read online on Scribd
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Project Name: 3-Storey Commercial BLDG Design by:

Owner: Mark: B2
Location: Daan Sarile Cabanatuan City N.E. Date: 06/29/2022
Check by: Mark Christian D. Esguerra

DESIGN OF CONCRETE BEAM Structural Excell Program

Material Properties: Left Mid Right


Concrete f'c = 20.7 MPa
Reinforcing fy = 414 MPa
Stirrup fy = 276 MPa

Beam Data
Span type = Simply supported
Span Length = 1.9 m
width, b = 0.2 m
height, h = 0.4 m
flexure bar Ø = 16 mm
shear bar Ø = 10 mm Layer 1 = 2 Layer 1 = 2 Layer 1 = 2
Torsion bar Ø = 16 mm Layer 2 = 0 2 pcs Layer 2 = 0 2 pcs Layer 2 = 0 2 pcs

Top

Top

Top
Layer 3 = 0 Layer 3 = 0 Layer 3 = 0
Stress Result (Any FEA or Frame Analysis)
Ratio = 0 Ratio = 0 Ratio = 0
Moment Left Mid Right
Layer 1 = 2 Layer 1 = 3 Layer 1 = 2
TB [kN-m] 0 0 0
Layer 2 = 0 2 pcs Layer 2 = 0 3 pcs Layer 2 = 0 2 pcs

Bot

Bot

Bot
BB [kN-m] 0 9.74 0
Layer 3 = 0 Layer 3 = 0 Layer 3 = 0
Left Mid Right Ratio = 0 Ratio = 0.141 Ratio = 0
Shear 18.7 0 18.82 ● Check Minimum Depth of Beam
Torsion 3.21 0 3.21 Depth = 0.12 Depth use is ok Table 9.3.1.1
4xDepth = 1.36 Depth use is ok Sec. 18.6.2.1a
ServiceMoment 0 7.45 0 Width (200 or 0.3h) = 0.2 Width use is ok Sec. 18.6.2.1b

SUMMARY CALCULATIONS
Design for Flexural Reinforcement Design for Stirrups
Used Maximum Vu = 18.82 kN Legs = 2
Top Moment Left Mid Right
The Beam Section is Adequate
Mu (kN.m) = 0 0 0
Distance = @50mm @2●Height
β1 value = 0.85 0.85 0.85
Applied Force, Vu = 17.33 kN 2.74 kN
Remarks = Doubly! Doubly! Doubly! Sec. 9.6.3.1
Concrete Strength, φVc= 38.67 kN 38.67 kN
ρmax = 0.00873 0.00873 0.00873
Concrete Strength, Vs max= 154.69 kN 154.69 kN
ρmin = 0 0 0
Vmax = 193.36 kN 193.36 kN
ρused = 0.00588 0.00588 0.00588
S_used = 100 mm 150 mm
Reduction Fac = 0.9 0.9 0.9
Neutral Axis = 57.2 57.4 57.2
a= 48.62 48.79 48.62
Tensile Strain = 0.0149 0.0149 0.0149
ΦMn (kN.m) = 47.7 47.71 47.7

Bot Moment Left Mid Right


Mu (kN.m) = 0 9.74 0
β1 value = 0.85 0.85 0.85
Remarks = Doubly! Doubly! Doubly!
ρmax = 0.00873 0.01289 0.00873 10mm : 1@50mm 10@100mm 5@150mm REST @ 250mm O.C. TO C.L.
ρmin = 0 0.00163 0
Design for Torsion Reinforcements
ρused = 0.00588 0.00882 0.00588
Tc = 1.52 < 3.21 kN-m, must consider torsion!
Reduction Fac = 0.9 0.9 0.9
Tumax = 7.6 >= Tu = 3.21 kN-m, O.K.
Neutral Axis = 57.2 71.2 57.2
Atprov = 78.54 (Av+t(used)-Av(req'd))/2
a= 48.62 60.52 48.62
Atreq'd = 0.02 <= At(prov) = 78.42 mm², O.K.
Tensile Strain = 0.0149 0.0114 0.0149
Atreq'd = 15.33 <= At(prov) = 78.42 mm², O.K.
ΦMn (kN.m) = 47.7 69.12 47.7
Alreq'd = 0.08 < Al(min) = 294.86 mm², thus use Al(min)
Almin = 294.86 >= Al(req'd) = 0.08 mm², thus use Al(min)
● Check Minimum according to Sec. 18.6.3
a.) 1. Least 2 at both top and bot Alprov = 804.25 add'l web bars are not required!
Total(Av+t)= 0.29 <= Av+t(prov) = 157.08 mm², O.K.
2. Min bar 1 (0.25*√fc)*bd/fy
Total(Av+t)min= 38.04 <= Av+t(prov) = 157.08 mm², O.K.
2 1.4*bd/fy
3. Max bar 9 0.025*bd

b.) Positive moment at joint face shall be at least one half the negative ...

Design for Crack Control Exposure Condition = Dry Air or with Protective Membrane/ Coating
Left Mid Right
Mcr = 15.04 kN-m 15.04 kN-m 15.04 kN-m
Remark = Beam is not cracking! Beam is not cracking! Beam is not cracking!
Crack Width = 0 mm 0 mm 0.003 mm
Table 4.1 = Crack width is ok Crack width is ok Crack width is ok
Table 4.2 = Since dt = 16mm < 32mm, ok! Since dt = 16mm < 32mm, ok! Since dt = 16mm < 32mm, ok!
Table 4.3 = Since S = 100mm < 300mm, ok! Since S = 100mm < 300mm, ok! Since S = 100mm < 300mm, ok!

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