Kpaudel :
I will give you the rough idea if a single pile were installed :
For end bearing capacity, you got :
Qp = 9 Su Ap = 9*150*Ap = 1350 Ap (in kN) with Ap = cross sectional area of the pile = 0.25*3.14*diameter^2
For friction capacity, assuming that Su would be 150 kPa from top to bottom, you got :
Qs = adhesion*Su*As = 0.385*150*As = 57.75 As with As = sleeves area of the pile = 3.14*diameter*length of pile
Your ultimate capacity would be : Qu = (1059.75*diameter^2) + (181.335*diameter*length of pile)
Assuming safety factor of 2.5, for Qu/SF should be larger than load 15000 kN, you got :
15000 kN < (423.9*diameter^2) + (72.534*diameter*length of pile)
Try to input the diameter and length of the pile by yourself to get the idea, then you'll realized that it doesn't make sense, unless you use a group of piles (many piles, not just 4 piles).
For the idea of group piles, first input the diameter and length of pile that you think make sense for a single pile:
for example D = 1 meter and length of 30 meters. You'll get allowable capacity for a single pile. Divide the load of 15000 kN, with the allowable capacity, then you get number of piles required (theoretically, it should be reduced with factor of group efficiency, but I ignore it for simplicity).
I'm just curious, is the load of 15000 kN came from a gravity load nad live load, or already combined with seismic load ?
If it came from seismic load, I suspect that your engineer use static load method to calculate seismic load, which is very conservative.