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5.0 Triaxial Test#

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TRIAXIAL TEST

INDUNIL J.M.G.
PG/E/GT/2016/01
CE642
12.03.2016
DATA
P.R. Dial Constant = 0.6804 lb/div
Axial deformation dial gauge factor = 0.01 mm
SPECIMEN CALCULATION
Considering 10th set of readings from Triaxial Test Observations table,
Axial deformation dial gauge reading = 225div
Axial deformation = 225 x 0.01 mm
= 2.25mm

P.R. Reading = 58 div


Load applied, P = 58 x 0.6804 x 0.4536 x 9.81/ 1000
= 0.176 kN

Initial height of the sample, l = 10.17 cm


= 101.7 mm
Axial deformation, Δl = 2.25 mm

Height of the sample at this stage = l – Δl


= 101.7 – 2.25
= 99.45 mm

Volume of the sample, v = π (D2/4) h


= 3.14 x (50.6)2/4 x 101.7
= 204,405.1 mm3
Cross sectional area at the stage, A = (v- Δ v)/ (l – Δl)
Since undrained test was carried out, Δ v =0
So, A = 204,405.1/ 99.45
= 2,055.36 mm2

Deviator stress on the sample = P/ A


= (0.176x1000) / (2,055.36x10-6)
= 85.4 kPa.

Axial Strain, εa = Δl/ l


= (2.25/ 101.7) x 100%
= 2.21%
TABULATION
Table 01: Deviator stress vs Axial strain
Axial
Deviator
Strain/
stress/ kPa
(%)
0.0 0.00
12.0 0.25
22.5 0.49
32.9 0.74
43.3 0.98
53.6 1.23
62.3 1.47
71.1 1.72
78.3 1.97
85.4 2.21
91.1 2.46
98.2 2.70
102.3 2.95
107.9 3.20
113.5 3.44
116.1 3.69
120.1 3.93
122.7 4.18
126.7 4.42
129.2 4.67
130.3 4.92
132.9 5.16
135.4 5.41
137.9 5.65
138.9 5.90
140.0 6.15
142.4 6.39
143.5 6.64
144.5 6.88
146.9 7.13
146.5 7.37
147.5 7.62
147.1 7.87
148.1 8.11
149.1 8.36
148.7 8.60
148.3 8.85
149.3 9.10
148.9 9.34
148.5 9.59
148.1 9.83
CALCULATION
From Graph 01,
Maximum deviator stress at the failure,σ1-σ3 = 149 kPa
Cell pressure, σ3 = 100 kPa
σ1-σ3 = 149
σ1 = 149 + 100
σ1 = 249 kPa

Under unconsolidated undrained conditions, value of undrained friction angle, (∅cu ) becomes zero.
Therefore, resistance to shear failure is totally taken by undrained cohesion,(Ccu ). So, the line of failure
envelope is parallel to the axis of normal stress.

Failure envelope

Cu

σ3 σ1

Figure 01: Shear Stress vs Normal Stress

Undrained cohesion from Figure 01, Cu = (σ1- σ3) / 2


= (249-100) / 2
= 74.5 kPa

Undrained angle of friction, Φu = 00

Volume of the sample = π (D2/4) h


= π (50.62/4) x 101.7
= 204,508.74mm3
Total mass of the soil sample = 376.79g
Bulk density of the sample = 376.79 x 10-3/ (204,508.74x10-9)
ρ = 1842.42 kg/m3
Moisture content calculation.
a) Before test,
Wt. of Container No14 = 16.87g
Wt. of soil+Container = 46.21g
Wt. of dry soil+container = 41.87g
Moisture weight = 46.21-41.87
= 4.34g
Wt. of soil = 41.87-16.87
= 25.00g
Moisture content = 4.34/29.34 x100%
= 17.4 %

Wt. of Container No19 = 16.32g


Wt. of soil+Container = 46.87g
Wt. of dry soil+container = 41.94g
Moisture weight = 46.87-41.94
= 4.93g
Wt. of soil = 41.94-16.32
= 25.62g
Moisture content = 4.93/25.62 x100%
= 19.2 %

Average moisture content = (17.4+19.2)/2


= 18.3 %

b) After test,
Wt. of wet sample + container = 453.19g
Wt. of dry sample + container = 394.87g
Weight of container = 72.05g
Wt. of water = 453.19- 394.87
= 58.32g
Weight of soil = 394.87-72.05
= 322.82g
Moisture content = 58.32/322.82x100%
= 18.1 %
RESULTS
Table 02: Results from UU triaxial test
Parameter Unit Value
Cu (Undrained cohesion) kPa 74.5
Φu (Undrained angle of friction Deg 0
Bulk density kg/m3 1842.42
Moisture content
Before test % 18.3
After test % 18.1

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