Hydrology (Part A) Flashcards

1
Q

The constant head permeability test is suitable for….and the falling head test is suitable for….

(1 word, 1 word)

A

Sands

Clays

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2
Q

Darcy’s law provides the following equation for the quantity of water flowing in unit time, q =

A

Aki

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3
Q

The coefficient of permeability (k) is defined as the….of flow induced by a hydraulic gradient of unity

(1 word)

A

Velocity

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4
Q

There are three basic types of in-situ permeability tests, name one of the tests….

A

Pumping test

Packer test

Constant head or falling head test in a borehole

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5
Q

The two common types of laboratory tests to determine shear strength of soils are….and….

(2 words, 1 word)

A

Shear box

Triaxial

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6
Q

State coulombs equation

A

Shear strength at failure = cohesion + normal stress x Tan (Phi)

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7
Q

Indicate which types of triaxial test would be most suitable when measuring parameters in connection with:

(A) long term stability

(B) short term stability

A

(A) drained

(B) undrained

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8
Q

The two parameters of shear strength are…and….

A

Angle of friction and cohesion

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9
Q

The falling head test is suitable for soils such as…and….

(1 word, 1 word)

A

Silts and clays

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10
Q

A medium sand would normally have a coefficient of permeability (k value) equal to…. m/s

(Number range)

A

1x10^-3 to 1x10^-4

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11
Q

The coefficient of permeability (k value) of a clay would normally be less than…. m/s

(Number)

A

1x10^-7

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12
Q

What is the water table? (Pore water pressure)

What is a typical example of a water table?

A

The water table is the point at which pore water pressure is equal to atmospheric pressure

An example would be any free water surface, such as a rivers surface

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13
Q

What is an aquifer?

A

An area of low permeability

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14
Q

I

A
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15
Q

What is the water table?

A

The point at which pore water pressure is equal to atmospheric pressure.

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16
Q

Define the coefficient of permeability (‘k’)

What are the units of k?

A

The mean discharges velocity of water flow under the action of a unit hydraulic gradient.

Expressed in m/s