Title: Composite Concrete Construction
1Composite Concrete Construction
26- Calculation of shear stress at composite
interface
Strain and stress distributions across composite
beam cross- section, under service and ultimate
loads.
3THE SHEAR STREES AT ANY POINT ALONG THE
COMPOSITE INTERFACE CAN BE COMPUTED AS
V S
V
I b
WHERE V Shear force at any section under
consideration S Statical moment of area on one
side of the composite inter face about the
neutral axis I Moment of inertia of the
transformed composite section, neglecting
the tensile resistance of concrete b Breadth of
the composite interface at the section under
consideration
4Horizontal shear stress distribution
along composite interface, under ultimate load
5The horizontal shear stress
C1
Vh
b Ls
WHERE C1 0.85 Fc b t1 Ls Distance
between maximum and zero moment points. T1
Depth of equivalent rectangular stress
distribution over the composite interface
67- Code Requirements
- A) BS 8110 (1995)
- i) Average horizontal design shear stress
-
-
-
- the average design shear stress should then
be distributed in proportion - to the vertical design shear force diagram
to give the horizontal shear - stress at any point along the length of
member .
Design shear force
Beam width length between max ve or -ve
moment and zero moment
7- ii) nominal links
- 1) should be at least 0.15 of the contact
area. - 2) the spacing in T- beam ribs with
composite flange should not - exceed the max of
- a) Thickness of in situ concrete
- b) 600 mm
- 3) Links should be adequately anchored on
both sides of interface. -
- iii) links in excess of minimum
- when the horizontal shear stress exceeds
the value given in table - all horizontal shear force should be carried
reinforcement anchored - on either side of interface
-
- Where
- Ah (in mm2/m)
1000 b Vh
Ah
0.87 fy
8(No Transcript)
9- B) DIN 1045 (1978)
- a) In case of floors, with live loads up to
500 kg/m2 it is not - necessary to check direct shear
strength at interface - provided that the contact surface is
rough. - b) For