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Crack in floor slab of residential buiding

 
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prak_284
SEFI Member
SEFI Member


Joined: 13 Sep 2014
Posts: 3

PostPosted: Sun Jul 12, 2020 4:41 pm    Post subject: Crack in floor slab of residential buiding Reply with quote

The crack has appeared in the slab centre ( parallel to shorter span ) just immediately after construction at top of slab and owner ignored the crack at first instance. RMC was used by the owner for concreting and owner dint provide weathering coarse or finish the floor slab as he had an idea to construct first floor after an year. So, the slab was exposed to all weather conditions for an year or so. After few months of construction he has observed the crack inside the house at the ceiling and water has leaked from the crack at the centre of hall during rainy season.

Nearly after an year, we were informed about this and we visited the site . He informed the crack has penetrated to the full depth of slab and water seeps through . Now the owner of the building after consulting other engineers , blames us for the crack saying we dint provide the extension of crank rod ( 0.3 l to the nearest slab) and thats the reason for the crack in slab . Initially he was misguided by his other engineer as slab depth and reinforcement is not sufficient , but we have checked the design and found its safe for all slabs with different boundary conditions. Please suggest the reason for the crack.

Please refer snap below showing the span of slab
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Structural detailing of floor slab

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prak_284
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PostPosted: Sun Jul 12, 2020 4:48 pm    Post subject: Crack in floor slab of residential buiding Reply with quote

The crack has appeared in the slab centre ( parallel toshorter span ) just immediately after construction at top of slab and ownerignored the crack at first instance.

RMC was used by the owner for concretingand owner dint provide weathering coarse or finish the floor slab as he had anidea to construct first floor after an year.

So, the slab was exposed to allweather conditions for an year or so. After few months of construction he hasobserved the crack inside the house at the ceiling and water has leaked fromthe crack at the centre of hall .

Nearly after an year, we were informed about this and wevisited the site . He informed the crack has penetrated to the full depth ofslab and water seeps through .

Now the owner of the building after consulting otherengineers , blames us for the crack saying we dint provide the extension ofcrank rod ( 0.3 l to the nearest slab) and thats the reason for the crack inslab . Initially he was misguided by his other engineer as slab depth andreinforcement is not sufficient , but we have checked the design and found itsafe for all slabs with different boundary conditions.

Please suggest the reason for the crack. Drg attached herewith



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eswar_reddy
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PostPosted: Mon Jul 27, 2020 8:46 am    Post subject: Reply with quote

Hello prak_284,
I am unable to open the image/dwg. Being a structural engineer we are not supposed to be convinced ourselves or forgo any structural damage even if the client is not bothered of it.

However as per your explanation, I feel the reason for the crack could be any of the below (assumption made is, it is a 2-way slab):

1) Improper batch concrete pouring which might have lead to this gap/crack

2) Improper detailing of rebar where crack width is not checked.

3) As you mentioned, the crack was seen soon after the construction, that too at the top, which is quiet unrealistic if it was at the mid-span. There is a chance of this to happen, only if someone had disturbed the slab centering after a while of concrete pouring.

4) Suppose this crack is at near support, then it could be due to improper location of rebar curtailment/crank.

However, being an Engineer we must also look into things that need to be done after minor failures. To overcome this crack, you may do epoxy injection with proper sealant as well. This has to be done only if the failure was due to point 1 and 3. Else you may need to do crack repair by stitching.

Thanks and regards,
Eswar Reddy.
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prak_284
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PostPosted: Tue Jul 28, 2020 5:30 am    Post subject: Crack in floor slab of residential buiding Reply with quote

Herewith attached image for your reference.
Thanks for your reply. 

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Ujjwal
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Joined: 07 Apr 2009
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PostPosted: Sat Aug 01, 2020 3:27 am    Post subject: cracks in slab Reply with quote

Such cracks appear at top, and also at bottom, of electrical conduits and only happens when RMC is used at higher temperature or very dry weather i.e. in summer season.
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RAMARAJ S
SEFI Member
SEFI Member


Joined: 17 May 2017
Posts: 2

PostPosted: Sat Aug 01, 2020 7:10 am    Post subject: Crack in floor slab of residential buiding Reply with quote Reply with quote

Dear prak_284,
Good after noon, I would like to know the technical details of building.
1.What type of Structure( Framed/Load bearing) & What type of foundation?
2.What is the soil type & SBC?
3.How many floors the building designed? & How many floors it was constructed?
4.Weathering conditions & Admixtures
5. Workmanship
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