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# Soil Engineering

Why are fill slopes compacted to dense state instead of loose state?

In rainstorm, the runoff from rainfall infiltrate into the top layer of fill slopes. It may result in saturation of this layer of fills leading to the decrease in soil suction. Consequently shallow slope failure may occur.

If the fill slope is in a loose state, the soils would tend to decrease in volume during deformation. As a result this induces a rise in pore-water pressure which triggers slope failure in form of mud-avalanche.

If the fill slope is in a dense state, the soils would tend in increase in volume during deformation and it only fails like a mud slump.

This question is taken from book named – A Self Learning Manual – Mastering Different Fields of Civil Engineering Works (VC-Q-A-Method) by Vincent T. H. CHU.

Is force and moment equilibrium satisfied by Janbu’s method, Bishop’s method and Morgenstern-Price method?

Janbu’s method and Morgenstern-Price method are non-circular analytical method and they are frequently used for soil slopes while Bishop’s method is circular analytical method. Bishop’s Simplified method and Janbu’s Simplified method assume that the inter-slice forces are horizontal and inter-slice shear forces are neglected.

 Equilibrium Method Moment Equilibrium Force Equilibrium Horizontal Vertical Janbu’s Simplified No Yes Yes Bishop’s Simplified Yes No Yes Morgenstern-Price Yes Yes Yes

This question is taken from book named – A Self Learning Manual – Mastering Different Fields of Civil Engineering Works (VC-Q-A-Method) by Vincent T. H. CHU.

How to Control Vibration In Blasting?

When ever explosive substances are used to blast, a large amount of vibration occurs. This vibration is not only dangerous for people working their but also to the neighboring structures. Therefore proper care must be taken to keep vibration in check.

The vibrations caused by blasting are related to velocity (V), wavelength (L) and frequency (f) as
L= V/f

Now Velocity V depends on the amplitude of the vibrations A and is given by
v=2pfA
Where p – pie = 3.14

Case – When we know velocity velocity v1 at a distance D1 from the explosion and wish to find velocity v2 at a distance D2 from the explosion
v2=(approx) v1(D1/D2)1.5

The scaled-distance formula is used for vibration control
V=H[D/(W)1/2]-b

Where
b and H are constants and depend on site.

Earth Quantities Hauled

Many people wonder that why the soil looks bulkier after excavation. The answer is that with increase in voids, the volume of soil increases and thus the soil pile looks bulkier. Here is a mathematical formula for this change in soil volume

Vb = VbL = (100/(100 + % swell))VL
where
Vb = original volume, yd3 (m3),
VL = loaded volume, yd3 (m3),

Similarly when we compact the soil, its volume decrease as voids are now filled.
Vc = VbS
where
Vc = compacted volume, yd3 (m3)
S = shrinkage factor.

What are the formulas For Earth Moving?

Whenever their is a movement, friction comes into action. The same is the case with earth moving equipments. We term this as rolling resistance and this has to be overcomed by vehicle engine so that it can move on that surface. This is the formula to calculate rolling resistance

R=RfW + RpPW
where
R = rolling resistance, lb (N)
p = tire penetration, in (mm)
Rf = rolling-resistance factor, lb/ton (N/tonne)
W = weight on wheels, ton (tonne)
Rp = tire-penetration factor, lb/ton in (N/tonne mm) penetration
Rf usually is taken as 40 lb/ton (or 2 percent lb/lb) (173 N/t) and Rp as 30 lb/ton in (1.5% lb/lb in) (3288 N/t mm).

So the above equation becomes
R=(2%+1.5 % p) W’=R’W’

where
W’ = weight on wheels, lb(N)
R’ = 2% + 1.5%p.

Case – When we have a slope
G = RgsW
where