The image above represents length of well screen.

To compute for length of well screen, three essential parameters are needed and these parameters are **Maximum Expected Discharge Capacity of Well (Q _{o}), Effective Open Area per Metre (A_{o}) and Entrance Velocity at the Screen (V_{e}).**

The formula for calculating length of well screen:

L = ^{Qo} / _{A}_{o}V_{e}

Where:

L = Length of Well Screen

Q_{o} = Maximum Expected Discharge Capacity of Well

A_{o} = Effective Open Area per Metre

V_{e} = Entrance Velocity at the Screen

Let’s solve an example;

Find the length of well screen when the maximum expected discharge capacity of well is 12, the effective open area per metre is 24 and the entrance velocity at the screen is 18.

This implies that;

Q_{o} = Maximum Expected Discharge Capacity of Well

A_{o} = Effective Open Area per Metre

V_{e} = Entrance Velocity at the Screen

L = ^{Qo} / _{AoVe}

L = ^{12} / _{(24)(18)}

L = ^{12} / _{432}

L = 0.027

Therefore, the **length of well screen **is **0.027.**

**Calculating the Maximum Expected Discharge Capacity of Well when the Length of Well Screen, the Effective Open Area per Metre and the Entrance Velocity at the Screen is Given.**

Q_{o} = L x (A_{o}V_{e})

Where;

Q_{o} = Maximum Expected Discharge Capacity of Well

L = Length of Well Screen

A_{o} = Effective Open Area per Metre

V_{e} = Entrance Velocity at the Screen

Let’s solve an example;

Find the maximum expected discharge capacity of well with a length of well screen as 21, effective open area per metre as 10 and entrance velocity at the screen as 5.

This implies that;

L = Length of Well Screen = 21

A_{o} = Effective Open Area per Metre = 10

V_{e} = Entrance Velocity at the Screen = 5

Q_{o} = L x (A_{o}V_{e})

Q_{o} = 21 x (10 x 5)

Q_{o} = 21 x 50

Q_{o} = 1050

Therefore, the **maximum expected discharge capacity of well **is **1050.**