Challenge

Foundation Design using SAFE

OBJECTIVE OF CHALLANGE

to know the general design procedure of spreadnfooting with safe foftware

to know the general design procedure of pile foundation with safe software

PROCEDURE

FIND THE value for

SAFE BEARING CAPACITY UNDER SERVICE LOAD SETTELMENT UNDER SERVICE LOAD two way shear checkULTIMATE BENDING MOMENT(moment and shea)

FLEXUARAL REINFORCEMENT DESIGN FOR FOOTING all these are find out and the result take check the column safe or not

DATA REQUIRED FO SAFE ANALYSIS &DESIGN

unfactored load =2000/1.5=1333.3kN

dead load break up =1333.3/2=666.7kN

live load break up =1333.3/2=666.7kN

Subgrade modulus for the soil =safe bearing capacity *factor ultimate / max settelment=150*3/0.05=k=9000kN/M3

rebar yeild strenght (fy)=500N/mm2

rebar ultimate strength=say 575N/mm2

elastic modulus of M25 CONCRETE =25000N/mm2

Q1)

SAFE BEARING CAPACITY UNDER SERVICE LOAD

DEFLECTION AT CENTER 146kN/m3

2)SETTELMENT UNDER SERVICE LOAD

MAX DEFLECTION IS 60mm

3)two way shear check

shear stress less than capacity so we dont have any problem section pass in two way check

4)ULTIMATE BENDING MOMENT

SHEAR REINFORCEMENT

3)FLEXUARAL REINFORCEMENT DESIGN FOR FOOTING

Q2)

ANS:DATA REQUIRED FOR SAFE nalysis and design

unfactored load =1175kN

dead load break up =1175/2=666.7kN

live load break up =1175/2=666.7kN

point spring of pile=A*E/L

=196349*25000/16000=306796kN/M

K for safe analysis

rebar yeild strenght (fy)=500N/mm2

rebar ultimate strength=say 575N/mm2

elastic modulus of M25 CONCRETE =25000N/mm2

DATA REQUIRED FOR SAFE ANALYSIS&DESIGN

num of piles required=unfactored loadwith self weight addition / indiduak pile capacity

=1175*1.1/200=6.5

consider 8 piles for symetric placement of pile under pile cap

take center to center distance between pile 3*pile diametre (1500mm)

edge distance from pile centre =1* pile dia (500mm)

assuummee pile cap depth 500mm

PROCEDURE

we have taken pile material and column material as a stiff material

central overall pile is slab material

point load is distributed only at centre not unoform

SETTELMENT UNDER SERVICE LOAD

MAX DEFLECTION IS 1mm

2)FLEXURAL MOMENT

RESULT: IN THE GIVEN 2 AL ARE FIND OUT AND THE DESIGN IS SAFE

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