Well Hydraulics MCQ Quiz in தமிழ் - Objective Question with Answer for Well Hydraulics - இலவச PDF ஐப் பதிவிறக்கவும்

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Latest Well Hydraulics MCQ Objective Questions

Top Well Hydraulics MCQ Objective Questions

Well Hydraulics Question 1:

Match the items for an aquifer related to ground water development as in List 1 (Terminology) with those in List 2 (Definitions).

List 1

List 2

A. Specific retention

1. Volume of water drained by gravity per unit volume of aquifer

B. Specific storage

2. Yield of well per unit drawdown

C. Specific yield

3. Volume of water retained per unit volume of aquifer

D. Specific capacity

4. Difference of porosity and specific storage

 

5. Volume of water released from unit volume of aquifer for unit decline in piezometric head

  1. A – 3, B – 1, C – 4, D - 2
  2. A – 3, B – 5, C – 1, D - 2
  3. A – 4, B – 5, C – 3, D - 2
  4. A – 4, B – 2, C – 1, D - 3

Answer (Detailed Solution Below)

Option 2 : A – 3, B – 5, C – 1, D - 2

Well Hydraulics Question 1 Detailed Solution

Explanation:

1. Specific Retention (Sr):

Specific retention of a rock or soil is the ratio of the volume of water a rock can retain against gravity to the total volume of the rock.

\(\rm\left( {{S_R}} \right) = \dfrac{{{Volume\;of\;water\;retain\;against\;gravity\;(V_{RG})}}}{Volume\;of\;soil} \times 100\)

In coarse gravels, the size of the pores is large, due to the large size of pores, water holding capacity against gravity will be less. Hence the specific retention will also be less.

2. Specific yield: It is defined as the volume of water released from storage by an unconfined aquifer per unit surface area of aquifer per unit decline of the water table.

3. Specific Capacity: It is defined as the rate of flow through the well per unit drawdown that has determined for initial first meter fall of water in well.

4. Specific storage: It is the amount of water that a portion of an aquifer releases from storage, per unit mass or volume of aquifer, per unit change in hydraulic head, while remaining fully saturated.

The discharge corresponding to the critical head is called as critical or maximum yield. Allowing a factor of safety a working head is specified and the corresponding yield is from well is known as safe yield.

Well Hydraulics Question 2:

The surface joining the static water levels in several wells penetrating a confined aquifer represents:

  1. Water table surface
  2. Cone of depression
  3. Capillary fringe
  4. Piezometric surface of aquifer

Answer (Detailed Solution Below)

Option 4 : Piezometric surface of aquifer

Well Hydraulics Question 2 Detailed Solution

Explanation:

Water-table surface: The surface at which pressure head and atmospheric head are equal.

Capillary fringe: It is the layer above the groundwater-surface in which water seeps at some extent due to capillary action.

Piezometric surface of the aquifer: A confined aquifer also known as artesian aquifer is confined between two impervious beds such as aquicludes or aquifuges. The water in the confined aquifer will be under pressure and hence the piezometric level which is the surface joining the static water levels will be much higher than top level of the aquifer.

Cone of depression: A depressed cone appears when groundwater is pumped out from well.

Well Hydraulics Question 3:

The distance from the Center of a pumped well to the point, where the drawdown is zero or is inappreciable, is known as_____

  1. Drawdown
  2. Cone of pressure
  3. Radius of influence
  4. Piezometric surface

Answer (Detailed Solution Below)

Option 3 : Radius of influence

Well Hydraulics Question 3 Detailed Solution

Concept:

Groundwater flow through wells:

Radius of influence:

  • It is the maximum horizontal extend of the cone of depression when the well is in equilibrium with inflows.
  • It is the distance from the Center of a pumped well to the point, where the drawdown is zero or is inappreciable.

F7 Akhil Pathak 1-6-2021 Swati D2

Drawdown (s):

  • It is defined as the drop of the WT elevation from the original WT level in a well due to pumping.

Cone of depression:

  • It is the conical-shaped depression of the WT around a pumping well caused by the withdrawal of water.
Area of influence:
  • It is the areal extend of the cone of depression.

Drawdown curve:

  • It is the piezometric surface under pumping.

Well Hydraulics Question 4:

Specific yield of an aquifer is defined as the ratio of the _______.

  1. volume water retained when a saturated soil is freely drained to the volume of soil
  2. volume of pore space to the total volume of soil
  3. volume of water freely drained from a saturated soil to the volume of soil
  4. volume of pore space to the volume of soil grains

Answer (Detailed Solution Below)

Option 3 : volume of water freely drained from a saturated soil to the volume of soil

Well Hydraulics Question 4 Detailed Solution

Explanation:

Specific yield (Sy): 

It is the ratio of the volume of water that is extracted from saturated soil (due to gravity) to the total volume of the soil.

\({{\rm{S}}_{\rm{y}}} = \frac{{{\rm{Volume\;of\;water\;extracted}}}}{{{\rm{Volume\;of\;aquifer}}}}\)

Specific Retention (Sr):

Specific retention of a rock or soil is the ratio of the volume of water a soil can retain against gravity to the total volume of the soil.

Important Points
The relation between porosity (n), specific yield (Sy), and surface retention (Sr):

n = Sy + Sr

Well Hydraulics Question 5:

The equilibrium equation for steady flow in a confined aquifer is popularly known as

  1. Lacey's equation
  2. Thiem's equation
  3. Dupuit's equation
  4. Bligh's theory

Answer (Detailed Solution Below)

Option 2 : Thiem's equation

Well Hydraulics Question 5 Detailed Solution

Explanation:

F1 N.M Madhu 12.12.19 D 1

Thiem equation simplifies the actual geometry and boundary conditions and assumes steady-state flow in a fully confined, horizontal, and homogeneous aquifer.

Dupuit’s equation is used to compute the discharge through an unconfined aquifer.

For confined aquifers,

(a) Theim's theory,  \(Q = \frac{{2\pi bK\left( {{h_2} - {h_1}} \right)}}{{2.303{{\log }_{10}}\left( {\frac{{{r_2}}}{{{r_1}}}} \right)}}\)

(b) Dupit's theory  \(Q = \frac{{2\pi bK\left( {H - h_w} \right)}}{{2.303{{\log }_{10}}\left( {\frac{R}{r_w}} \right)}}\)

For unconfined aquifers,

(a) Theim's theory, \(Q = \pi K\frac{{(h_1^2 - h_{_2}^2)}}{{\ln \frac{{{r_1}}}{{{r_2}}}}}\)

(b)  Dupits theory, \(Q = \pi K\frac{{{H^2} - h_w^2}}{{ln\frac{R}{{{r_w}}}}}\)

Where

Q = Discharge

b = width

K = permeability of aquifer material

R = Radius of influence

rw = Radius of well

Well Hydraulics Question 6:

The water available in unit volume of an aquifer against gravity is called

  1. specific storage
  2. specific retention
  3. specific yield
  4. None of the above

Answer (Detailed Solution Below)

Option 2 : specific retention

Well Hydraulics Question 6 Detailed Solution

Explanation:

Specific yield:

It is the ratio of the volume of water that is extracted from a saturated rock (due to gravity) to the total volume of the rock.

\({{\rm{S}}_{\rm{y}}} = \frac{{{\rm{Volume\;of\;water\;extracted}}}}{{{\rm{Volume\;of\;aquifer}}}}\)

Specific Retention (Sr):

Specific retention of a rock or soil is the ratio of the volume of water a rock can retain against gravity to the total volume of the rock.

\(\rm S_R = \frac{{{Volume\;of\;water\;retain\;against\;gravity\;}}}{Volume\;of\;aquifer} \times 100\)

Therefore, the total porosity(n) is equal to the volume of water that a rock will yield by gravity drainage (Sy) and the volume held by surface tension (Sr) and is given as:

\(\rm {S_y} + {S_r} = n\)

Specific Capacity: 

  • It is defined as the rate of flow through the well per unit drawdown that has been determined the initial first-meter fall of water in the well.

Specific storage: 

  • It is the amount of water that a portion of an aquifer releases from storage, per unit mass or volume of the aquifer, per unit change in hydraulic head, while remaining fully saturated.

Well Hydraulics Question 7:

Confined aquifer is NOT associated with 

  1. Phreatic zone
  2. Peizometric surface
  3. Artesian well
  4. Free flowing well

Answer (Detailed Solution Below)

Option 1 : Phreatic zone

Well Hydraulics Question 7 Detailed Solution

Concept:

Confined aquifer:

  • When some amount of water is present in between two impermeable layers, it is known as a confined aquifer.
  • It is also known as the Artesian aquifer.
  • The pressure in this aquifer is greater than hydrostatic pressure.

F2 N.M. N.J 30-07-2019 D 3

  • Groundwater in a confined aquifer is under pressure and will rise up inside a borehole drilled into the aquifer. The level to which the water rises is called the piezometric surface.

Hence, A confined aquifer is NOT associated with the phreatic zone because it is associated with an unconfined aquifer.

Well Hydraulics Question 8:

Isopiestic lines are the contours

  1. drawn to represent water table
  2. drawn to represent piezometric heads
  3. drawn to represent piezometric surface
  4. drawn to represent points of equal rainfall

Answer (Detailed Solution Below)

Option 3 : drawn to represent piezometric surface

Well Hydraulics Question 8 Detailed Solution

Concept:

The piezometric surface is an imaginary surface to which groundwater rises under hydrostatic pressure in wells or springs.

Confined aquifers are permeable rock units that are usually deeper under the ground than unconfined aquifers. They are overlain by relatively impermeable rock or clay that limits groundwater movement into, or out of, the confined aquifer. Groundwater in a confined aquifer is under pressure and will rise up inside a borehole drilled into the aquifer. The level to which the water rises is called the piezometric surface.

5

Isopiestic lines are the contours drawn to represent same piezometric surface.

Note:

The line joining the points of equal rainfall depth called isohyetal lines.

Isobar is a line on a map connecting points having the same atmospheric pressure at a given time.

Well Hydraulics Question 9:

Match the following:

1. Theim’s equation (Confined aquifer)

A. \(Q = \pi K\frac{{{H^2} - h_w^2}}{{ln\frac{R}{{{r_w}}}}}\)

2. Theim’s equation (Unconfined aquifer)

B. \(Q = 2\pi Kb\frac{{({h_1} - {h_2})}}{{\ln \frac{{{r_2}}}{{{r_1}}}}}\)

3. Dupit’s equation (Unconfined aquifer)

C. \(Q = \pi K\frac{{(h_1^2 - h_{_2}^2)}}{{\ln \frac{{{r_1}}}{{{r_2}}}}}\)

  1. 1-B 2-C 3-A
  2. 1-A 2-B 3-C
  3. 2-A 1-C 3-A
  4. 1-B 2-A 3-C

Answer (Detailed Solution Below)

Option 1 : 1-B 2-C 3-A

Well Hydraulics Question 9 Detailed Solution

Explanation:

F1 N.M Madhu 12.12.19 D 1

For confined aquifer,

(a) Theim's theory,  \(Q = \frac{{2\pi bK\left( {{h_2} - {h_1}} \right)}}{{2.303{{\log }_{10}}\left( {\frac{{{r_2}}}{{{r_1}}}} \right)}}\)

(b) Dupit's theory  \(Q = \frac{{2\pi bK\left( {H - h_w} \right)}}{{2.303{{\log }_{10}}\left( {\frac{R}{r_w}} \right)}}\)

For unconfined aquifer,

(a) Theim's theory, \(Q = \pi K\frac{{(h_1^2 - h_{_2}^2)}}{{\ln \frac{{{r_1}}}{{{r_2}}}}}\)

(b)  Dupits theory, \(Q = \pi K\frac{{{H^2} - h_w^2}}{{ln\frac{R}{{{r_w}}}}}\)

Where

Q = Discharge

b = width

K = permeability of aquifer material

R = Radius of influence

rw = Radius of well

According to the above formulas, the correct answer is option 1) 1-B 2-C 3-A.

Well Hydraulics Question 10:

For a specific strata , porosity (n) is 0.45, specific yield (Sy) is 25% ,specific retention (Sr) in % is:

  1. 20
  2. 0.2
  3. 65
  4. 2.25

Answer (Detailed Solution Below)

Option 1 : 20

Well Hydraulics Question 10 Detailed Solution

Concept:

Specific yield (Sy) 

It is the ratio of the volume of water that drains from a saturated rock (due to gravity) to the total volume of the rock.

The Specific Retention (Sr) 

It is the ratio of the volume of water a rock can retain against gravity to the total volume of the rock.

Therefore, the total porosity is equal to the volume or water that a rock will yield by gravity drainage (Sy) and the volume held by surface tension (Sr) and is given as:

\({S_y} + {S_r} = \eta\)

Calculations:

Given data

Sy = 25%

η = 45%

The total porosity is equal to the volume or water that a rock will yield by gravity drainage (Sy) and the volume held by surface tension (Sr) and is given as:

\({S_y} + {S_r} = \eta\)

\(25\% + {S_r} = 45\%\)

\({S_r} = 20\%\)

Hence, specific retention (Sr) is 20%.

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