Limit States Design (LSD)

Loads applied on the formwork and falsework

In Table 2 of the standard, the loads are defined as followed

DLDead loadForming and shoring equipment self-weight
LLLive loadWorkers and tools
CConcreteFresh concrete weight (vertical)
PConcrete pressureLateral concrete pressure (horizontal)
WWind loadWind load on braces and lateral supports
HHorizontal loadsOther loads then the lateral concrete pressure and wind load
EEnvironmental loadsSite specific conditions
CLAdditional construction loadsMajor concrete placing ands screeding equipment or other site specific conditions
MLMaterial loadsSite specific material storage and falsework and access
PTPost tensioning loadsFor pre-stress concrete elements
Load types and definitions, Clause 5.3
Load combinations

From Table 5 of the standard, the load combinations and the load factors (\(\alpha\)) are defined as the following

Load Cases (LC)DLLLCPWHECLMLPT
DirectionVVVHV/HHV/HV/HVV/H
LC11.001.501.501.50
LC21.251.501.50*1.501.501.501.501.50
LC31.251.501.501.501.501.00
Load cases and load factors (\(\alpha\)), Clause 6.3.2
* refer to clause 6.3.2.5 Reduction of concrete load factor
( V: vertical loads and H: horizontal loads )

Where the load cases are defined as follow

LC1Unloaded falsework and formwork or no concrete load. This load case is mostly affected by the wind horizontal pressure (W).
LC2Falsework and formwork during concrete placement. For must falsework LC2 = 1.25DL + 1.5LL+1.5C. Since DL is relatively small compared to LL and C we use for simplicity LC2 = 1.5(DL+LL+C).
Lc3Loaded falsework and formwork after concrete placement.
Load cases description, Clause 6.3.2
*Reduction of concrete load factor

The load factor \(\alpha C\) can be reduce if the placed concrete surface area supported by one element (stringer, post) is greater than \(12.5m^2\). Clause 6.3.2.5.1 specify the formula and the load factor range, this clause is not cover here because it is rarely used. It would apply to falsework design with a \(12ft*12ft\) or greater post spacing.

The load factor \(\alpha C\) can be reduce if the placed concrete depth is greater than \(0.55m\). As per Clause 6.3.2.5.2, for \(LL=1.90kPa\), \(\alpha C\) varies from 1.50 for depth less than \(0.55m\) to 1.25 for depth greater than \(1.25m\) as per the formula below.

\(\alpha C=1.25\leq(0.5+\sqrt{\frac{1.75}r})\times1.5\leq1.50\)

where \(r=\frac{C}{LL}\)
\(C = \rho_c*h\)
\(\rho_c = 24 \frac{kN}{m^3}\)
\(h=\) concrete depth

Concrete load factor \(\alpha C\) as a function of the concrete depth \(h\) measured in meters

Concrete load factor \(\alpha C\) as a function of the concrete depth \(h\) measured in inches