Structural Engineering

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2.4OtherLoads 47


2.4 OtherLoads.


2.4.1 HydrostaticandEarth


39 Structuresbelow groundmustresistlateralearthpressure.


q=K
h (2.28)


where is thesoildensity,K=


1 sin


1+sin


is thepressurecoecient,his theheight.


40 For sandandgravel = 120lb=ft


3
, and 30


.

41 If thestructureis partiallysubmerged,it mustalsoresisthydrostaticpressureof water,


Fig.2.10.


Figure2.10:EarthandHydrostaticLoadsonStructures


q= (^) Wh (2.29)
where (^) W= 62: 4 lbs=ft
3
.
Example2-5: HydrostaticLoad
Thebasement of a buildingis 12 ft below grade.Groundwateris located9 ft below grade,
whatthicknessconcreteslabis requiredto exactlybalancethehydrostaticuplift?
Solution:
Thehydrostaticpressuremustbe counteredby thepressurecausedby theweight of concrete.
Sincep =
hwe equatethe two pressuresandsolve forhthe height of theconcrete slab
(62:4)lbs=ft
3
(129)ft
| {z }
water
= (150)lbs=ft
3
h
| {z }
concrete
)h=
(62:4)lbs=ft
3
(150)lbs=ft
3 (3)ft(12)in/ft= 14:^976 in'
15.0inch

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