CSIR-NET
2014 DEC
105)
If an electric field of strength 100mV/km is injected in the ground
and the strength of the recorded magnetic field is
1500gamma, the corresponding apparent resistivity at time period
1000s,is
A)
0.9Ωm
B) 15Ωm
C) 100Ωm
D) 5Ωm
B) 15Ωm
C) 100Ωm
D) 5Ωm
Solution:
$
Apparent resistivity, \rho_a=0.2T\mid\frac {E_x}{H_y}\mid^2 Ωm
------(1)$
$Electric
field(E_x)=100 mV/km$
$Magnetic
field (H_y) = 1500 gammas (or) nT(nano tesla)$
Time
period(T)=1000s
Substitute
in eq(1)
$\rho_a
= 0.2\times 1000 \times \mid\frac{100}{1500}\mid^2$
$= 0.2\times 1000 \times \frac{100 \times 100}{1500 \times 1500}$
$=
\frac{8}{9}=0.88 Ωm$
The maximum and the minimum principal stresses are denoted by σ1 and σ3, respectively. The differential stress can have an absolute value greater than σ1 when (A) σ1 and σ3 are both compressive. (B) σ1 is compressive and σ3 is tensile. (C) σ1 and σ3 are equal. (D) σ1 and σ3 are both tensile.
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