Head wall

February 28, 2018 | Author: mullahurt | Category: Stress (Mechanics), Bending, Concrete, Mechanics, Mechanical Engineering
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Short Description

Reinforced concrete Head wall design as per BS codes...

Description

Reference

Description 5.5.1 Design for Critical BM ULS Design Inner face of wall Design ULS Bending (BM ULS) Width of the section (b) Section Height Concrete Cover Main R.F Bar Diameter spacing Shear/ Secondary R.F Bar Diameter Concrete Strength ( fcu) R.F Strength (fy)

Results

38 1000 400 50 12 150 10 30 460

cl .5.8.4.1, Check for Minimm area of R.F Part 4 , BS Effective Depth (d) 5400 Provided R.F (As) Min. R.F percentage Min. Area of R.F

eq.5, Part 4, BS 5400

cl.5.3.2.2

eq. 1 eq. 2 cl.5.3.2.3

344 mm 754 mm2 0.15% 516 mm2

As> Min. R.F, Hence Satisfactory Lever Arm (z) calculation The lever Arm of 1- 1.1 fy As the Section (z) = fcu bd

{

cl.5.3.2.2

z 0.95 d

= =

}d

331.28 326.8

value z is greater than 0.95d Hence z = 326.80 Ultimate Resistant (Mu ) calculation

mm

mm mm

mm

Mu = ( 0.87fy) Asz = 98.61 Mu= 0.15fcubd2 = 532.51 Mu is taken as the lesser of eqn 1 and eqn2 Hence Mu = 98.61 Check for ULS bending Moment Mu > BM ULS , Hence provided R.F adequate SLS DESIGN Servicible Moment Moment ,Permanent loads, Mg Moment , Live loads , Mq

kNm/m mm mm mm mm mm mm N/mm2 N/mm2

=

22 kNm

=

19 kNm

=

3 kNm

kNm kNm kNm

Section Height Concrete Cover Dist com. face to crack point ,a' Dia of Main Bar E steel E concrete,short term (Table 3, part 4) A steel,provided Max Bar Spacing fy f cu

= =

400 mm 50 mm

= = = =

300 12 200 28

mm mm kNmm2 kNmm2

= = = =

754 150 460 30

mm2 mm Nmm2 Nmm2

Limitations Allowable crack width = Stress Limitation Factor, Concrete = Stress Limitation Factor, Steel =

0.25 mm 0.38 0.75

Effective depth d = 344 mm cl.4.3.2.1.b, Econcrete,long term = 14 kNmm2 part 4 Modular ratio (α) = 14.29 Taking first moment of area about neutral axis :

x z

= =

75.98 mm 318.67 mm

x =depth to N/A z=lever arm

cl.4.1.1.3. & Table 2

Max steel stress ,fs

cl.4.1.1.3. & Table 2

Max Con. Stress, fcb = 1.82 N/mm2 0.38 fcu = 11.4 N/mm2 fcb BM ULS , Hence provided R.F adequate SLS DESIGN

kNm/m mm mm mm mm mm mm N/mm2 N/mm2

mm

mm mm

mm

kNm kNm kNm

Servicible Moment Moment ,Permanent loads, Mg Moment , Live loads , Mq Section Height Concrete Cover Dist com. face to crack point ,a' Dia of Main Bar E steel E concrete,short term (Table 3, part 4) A steel,provided Max Bar Spacing fy f cu

=

8 kNm

=

7 kNm

= = =

1 kNm 400 mm 50 mm

= = = =

300 12 200 28

mm mm kNmm2 kNmm2

= = = =

754 150 460 30

mm2 mm Nmm2 Nmm2

Limitations Allowable crack width = Stress Limitation Factor, Concrete = Stress Limitation Factor, Steel =

0.25 mm 0.38 0.75

Effective depth d = 333 mm cl.4.3.2.1.b, Econcrete,long term = 14 kNmm2 part 4 Modular ratio (α) = 14.29 Taking first moment of area about neutral axis :

x z

= =

74.61 mm 308.13 mm

x =depth to N/A z=lever arm

cl.4.1.1.3. & Table 2

Max steel stress ,fs

cl.4.1.1.3. & Table 2

Max Con. Stress, fcb = 0.70 N/mm2 0.38 fcu = 11.4 N/mm2 fcb
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