360R-06 Design of Slabs-on-Ground


A3.3—Heavy forklift loading



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Design of Slabs-on-Ground

A3.3—Heavy forklift loading
This example selects the thickness of the concrete slab for
a forklift truck, assuming the following:
Loading: axle load 25,000 lb
Vehicle passes: 100,000
Concrete flexural strength: 500 psi
Modulus of subgrade reaction k = 300 lb/in.
3
Figure A3.2
 shows the design curve. Enter at the flexural
strength with 500 psi on the left. From there, proceed with the
following steps: go across to the intersection with the curve of k
= 300; go down to the line representing the axle load; go across
to the curve for the number of vehicle passes; and finally, go
down to find the final solution for the slab thickness of 5-1/4 in.
Fig. A2.4—Uniform load design and slab tensile stress charts used with WRI design procedure.
Fig. A3.1—COE curves for determining concrete floor
thickness by design index.


DESIGN OF SLABS-ON-GROUND 360R-67
APPENDIX 4—SLAB DESIGN USING
POST-TENSIONING
This chapter includes:
• Design example: residential slabs on expansive soil;
• Design example: using post-tensioning to minimize
cracking; and
• Design example: equivalent tensile stress design.
A4.1—Design example: Residential slabs on 
expansive soil
This design example is a three-story apartment house in
Houston, Tex., with plan dimensions of 120 x 58 ft. It is built
on expansive soil. Construction is stucco exterior, sheetrock
interior, and gable truss roof. Design calculations are worked
out as outlined in 
Section 9.7
:

Design soil values are provided by the geotechnical
engineer;

Design for the edge lift condition; and

Design for center lift condition.
A4.1.1 Design data including design soil values
A. Loading
1)Perimeter loading = 2280 lb/ft
2) Live load = 40 lb/ft
2
B. Materials
1) Concrete: f
c
′ = 3000 psi
2) Concrete creep modulus of elasticity:
E
c
= 1,500,000 psi
3) Prestressing steel: 270k 1/2 in. seven-wire strand
C. Design soil values
1) PI = 40
2) Edge moisture variation distance
e
m
= 4.0 ft (center lift)
e
m
= 5.0 ft (edge lift)
3) Differential swell
Y
m
= 0.384 in. (center lift)
Y
m
= 0.338 in. (edge lift)

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