Civil Engineering - Soil Mechanics and Foundation Engineering - Discussion

Discussion Forum : Soil Mechanics and Foundation Engineering - Section 2 (Q.No. 9)
9.
A pile is being driven with a drop hammer weighing 1800 kg and having a free fall of 1.00 m. If the penetration with last blow is 5 mm, the load carrying capacity of the pile, -according to the Engineering News formula, is
100 tonnes
50 tonnes
20 tonnes
10 tonnes.
Answer: Option
Explanation:
No answer description is available. Let's discuss.
Discussion:
22 comments Page 1 of 3.

Pratima Yadav said:   1 decade ago
Engineering News Formula,

Q = W*h/ (s+c).

Where,
Q = Energy loss.
W = weight of the ram.
h = fall height of the ram (inches).
s = measured penetration of the pile per blow (inches).
c = 0.1.

Abdul latif nasar said:   1 decade ago
Dear by this formula it become 6.08.

Deep said:   1 decade ago
W=1800 kg.
H=100 cm.
F=6 (factor of safety).
S=0.5cm penetration.
C=2.5(for drop hammer).

Load = WH/(F(S+C)) kg.

= 10000kg.

10 tonnes said:   1 decade ago
W = 1000 kg.
H = 1 m = 100 cm.
F = 6.
S = 0.5 cm.
And C = 2.5.

Now formula is: W*H/ (S+C) = 10 tonnes.

Monalisha said:   10 years ago
What is 'C' and how we can take UTS value?
(1)

Mann said:   10 years ago
For drop hammer we use c = 2.5. So correct answer is 10 tonne.

Samrat said:   10 years ago
Dear @Mann.

Can you elaborate how you get the answer 10 tonne?

What FOS you have taken? Is it F = 10/3?

Abhay said:   10 years ago
As per the Engineering News formula the allowable load of driven pile is given by:

Qa = Wh/{F(s+c)}.

Where, Qa = Allowable load in kg.

W = Weight of hammer = 1800 kg.

h = Height of fall in cms = 1.00 m = 100 cm.

s = Final settlement per blow known as set = 5 mm = 0.5 cm.

c = Empirical constant (c = 2.5 cm for drop hammer).

F = Factor of safety (Usually taken as 6).

Qa = 1800*100/{6*(0.5 + 2.5)}.

= 1800*100/18.

= 10000 kg.

= 10 tonne.
(5)

@rocky said:   9 years ago
C is known as elastic compression.

Ravindra said:   7 years ago
S -5 blow for drop hammer.
And 20 blow for a steam hammer.
C -2.5 for drop hammer in cm.
And .25 for steam hammer.

Q= W(load in kg)*H(free fall in cm)/Fos*(S+C).


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