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Imposed and dead loads to SANS 10160-2

An office floor from slab thickness to the ultimate design load: densities from Annex A, the category B1 imposed load, movable partitions (an imposed load, not a dead load), the concentrated load, and the H2 roof formula. Every number comes from the free STATIX quick tools.

1. The problem

An office floor: a 200 mm reinforced concrete slab with a 50 mm screed, finishes and a ceiling, light movable partitions, and a panel of 6 × 6 m = 36 m². What load goes into the slab design, and what goes on the inaccessible roof above it?

2. Permanent load Gk (SANS 10160-2 Annex A)

Self-weight comes from thickness times nominal density. SANS 10160-2 Table A.1 gives 24,0 kN/m³ for normal reinforced concrete and 19,0 to 23,0 kN/m³ for cement mortar (the upper value is used for the screed):

slab 0,200 × 24,0 = 4,80 kPa
screed 0,050 × 23,0 = 1,15 kPa
finishes 0,50 kPa + services and ceiling 0,50 kPa
Gk = 6,95 kPa

3. Imposed load qk for the office (Table 1)

SANS 10160-2 Table 1 sorts floors by use. An office area for general use is category B1:

B1: qk = 2,5 kPa (distributed)  ·  Qk = 4,5 kN (concentrated, over 0,1 × 0,1 m)

The distributed load and the concentrated load are separate checks: the 4,5 kN point load is not added to the 2,5 kPa. It matters for punching and local bending of thin slabs and toppings.

4. Movable partitions (cl. 9.3.1.9)

Partitions that can move are an imposed load in SANS 10160-2, not a permanent one. When the floor can spread the load sideways, they become an extra uniform load added to qk, by their weight per metre of wall:

Partition self-weightExtra qk
up to 1,0 kN/m of wall0,5 kPa
up to 2,0 kN/m0,8 kPa
up to 3,0 kN/m1,2 kPa

Drywall partitions of about 1,5 kN/m give 0,8 kPa, so the office floor carries qk = 2,5 + 0,8 = 3,3 kPa, which is 3,3 × 36 = 118,8 kN on the panel. Heavier partitions are placed where they stand.

5. The inaccessible roof (Table 5)

A roof reached only for maintenance and repair is category H2. Its load depends on the loaded area A of the member. Between 3 m² and 15 m² the footnote formula applies:

qk = 0,25 + (15 − A) / 48   (A = 10 m²: qk = 0,25 + 5/48 = 0,35 kPa)
Qk = 1,0 kN over 0,1 × 0,1 m

A small loaded area (a single purlin bay) gets up to 0,50 kPa; a large one (15 m² and more) 0,25 kPa. Category H1 (during construction) uses /24 in place of /48 and reaches 0,75 kPa.

6. Into the slab design (SANS 10160-1)

For the ultimate limit state the SANS 10160-1 Table 3 combinations for this floor are STR-P, 1,35 Gk + 1,0 Qk, and STR, 1,2 Gk + 1,6 Qk:

1,35 × 6,95 + 1,0 × 3,3 = 9,38 + 3,30 = 12,68 kPa
1,2 × 6,95 + 1,6 × 3,3 = 8,34 + 5,28 = 13,62 kPa  ← governs

No floor area reduction (cl. 9.3.1.10) is taken here; it may lower qk for large areas carried by one member.

7. Result

ItemValue
Permanent load Gk6,95 kPa
Office imposed load qk (B1 + partitions)2,5 + 0,8 = 3,3 kPa
Concentrated load Qk (separate check)4,5 kN
Inaccessible roof, A = 10 m² (H2)0,35 kPa, Qk 1,0 kN
Ultimate slab load13,62 kPa
Run this example yourselfThe free STATIX quick tools use the densities and imposed loads of SANS 10160-2. Enter the inputs from step 1 and every number above appears, with each clause and a printable calc sheet.
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A worked example for learning, not a design. Check every value against the current code and your own project, and have the design checked and signed by a registered professional engineer.

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