|
Reinforced Concrete Slab & Wall Design
|
Reinforced Concrete Slab & Wall Design |
||||||||||||||||||||||||||||||||||||||||||||
|
by Helmut Schmidhofer This spreadsheet was developed in conjunction with Earth Pressure on Buildings, where a bending moment and shear forces are calculated. The project came about as a result of checking a building with 100 thick concrete walls that had 1.2 m of soil piled up against it on the high side (the default values in both spreadsheets). The design is based on Australian Standard AS 3600, which should apply in most cases. A rectangular stress block of depth gamma*ku*d is assumed, where: gamma = 0.85 - 0.007*(f'c-28) within the limits of 0.65 to 0.85 and ku = neutral axis factor, obtained from the following equation: PHIm*.85*f'c*b*gamma*ku*d*(d-gamma*ku*d/2) - M*10^6 = 0 where: PHIm = strength reduction factor for moment (0.8); f'c = 28-day concrete strength in MPa; b = width of section (1000 mm); d = depth to centroid of reinforcement in mm; M = given bending moment in kNm/m. With ku found and yield strength of reinforcement, fy, given, the required area of reinforcement is: Ast = M*10^6/(PHIm*fy*d*(1-gamma*ku/2)) in mm2/m The shear capacity of the slab is then: PHIs*Vuc = PHIs*beta1*b*d*(Ast*f'c/(b*d)^(1/3)/1000 in kN/m where beta1 = 1.1*(1.6 - d/1000) but not less than 1.1 and PHIs = strength reduction factor for shear (0.7). You should do at least one calculation manually, for two reasons:
Please support the ongoing maintenance of this site. Donate $7 and I shall send you the Excel spreadsheet so you can satisfy yourself that the program uses the equations correctly.
|
| |||||||||||||||||||||||||||||||||||||||||||