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Al-Azhar University-Gaza
Master Program of Water and Environmental
Science

Principles of Groundwater Flow
Ayat Atef Mahdy
Heba harara
Forms of energy that ground water
possesses
Mechanical Energy of a fluid
Bernoulli Equation
Hydraulic head
Head in water with variable
density
Force potential and hydraulic head
Darcy law
Reynolds number
Specific discharge and Average
Linear Velocity
Equations of Ground-Water
Flow
Gradient of Hydraulic Head
Flow net:
flow net must show boundaries:
Boundary condition is important when the
effect of transient stresses reach the boundary
1.Physical boundaries (impermeable rock
formation)
2.Hydraulic boundary ( groundwater divide ,
partly aquifer penetrating water bodies and
streamlines )
3.No flow boundary (fault zones and salt water
interface)
Formula:
q = K *p* h /f
,

• where: q= = total
discharge per unit
width of aquifer (L3/T)
• K = hydraulic
conductivity
• p = number of flow
tubes
• h = total head drop
• f = number of squares,
covering length of flow
Equations of groundwater flow
A) Steady flow in a confined aquifer

- Flow implies that the aquifer has a gradient (Remember: water
flows downhill)
B) Steady flow in an unconfined aquifer:
Aquifer isn't always fully saturated.
Gradient is not constant now.
Gradient increases in the direction of flow .
2 problems:
- Equation for this sloping surface is much more complicated
- Also: recharge from the surface affects the gradient

- The solution: make some assumptions about boundary

conditions, calculate discharge through a section of the aquifer:
The equation for discharge (Dupuit equation):
Sieve analysis:
Chapter 4 Fetter Principles of groundwater flow
Chapter 4 Fetter Principles of groundwater flow
Chapter 4 Fetter Principles of groundwater flow

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Chapter 4 Fetter Principles of groundwater flow