How to Calculate and Solve for Polarization of Dielectric Medium | Electrical Properties

The image of polarization of dielectric medium is shown below.

To compute for polarization of dielectric medium, three essential parameters are needed and these parameters are Permittivity of Vacuum (εo), Dielectric Constant (εr) and Electric Field Intensity (E).

The formula for calculating polarization of dielectric medium:

P = εor – 1)E

Where:

P = Polarization of a Dielectric Medium
εo = Permittivity of Vacuum
εr = Dielectric Constant
E = Electric Field Intensity

Let’s solve an example;
Find the polarization of dielectric medium when the permittivity of vacuum is 12, the dielectric constant is 6 and the electric field intensity is 4.

This implies that;

εo = Permittivity of Vacuum = 12
εr = Dielectric Constant = 6
E = Electric Field Intensity = 4

P = εor – 1)E
P = (12)(6 – 1)(4)
P = (12)(5)(4)
P = 240

Therefore, the polarization of dielectric medium is 240 C/m².

Continue reading How to Calculate and Solve for Polarization of Dielectric Medium | Electrical Properties

How to Calculate and Solve for Dielectric Displacement in Relation to Polarization | Electrical Properties

The image of dielectric displacement in relation to polarization is illustrated below.

To compute for dielectric displacement in relation to polarization, three essential parameters are needed and these parameters are Permittivity of Vacuum (εo), Electric Field Intensity (E) and Polarization (P).

The formula for calculating dielectric displacement in relation to polarization:

D = εoE + P

Where:

D = Dielectric Displacement in Relation to Polarization
εo = Permittivity of Vacuum
E = Electric Field Intensity
P = Polarization

Let’s solve an example;
Find the dielectric displacement in relation to polarization when the permittivity of vacuum is 8, the electric field intensity is 6 and the polarization is 2.

This implies that;

εo = Permittivity of Vacuum = 8
E = Electric Field Intensity = 6
P = Polarization = 2

D = εoE + P
D = (8)(6) + 2
D = (48) + 2
D = 50

Therefore, the dielectric displacement in relation to polarization is 50 C/m².

Calculating the Permittivity of Vacuum when the Dielectric Displacement in Relation to Polarization, the Electric Field Intensity and the Polarization is Given.

εo = D – P / E

Where:

εo = Permittivity of Vacuum
D = Dielectric Displacement in relation to polarization
E = Electric Field Intensity
P = Polarization

Let’s solve an example;
Find the permittivity of vacuum when the dielectric displacement in relation to polarization is 22, the electric field intensity is 6 and the polarization is 4.

This implies that;

D = Dielectric Displacement in relation to polarization = 22
E = Electric Field Intensity = 6
P = Polarization = 4

εo = D – P / E
εo = 22 – 4 / 6
εo = 18 / 6
εo = 3

Therefore, the permittivity of vacuum is 3.

Continue reading How to Calculate and Solve for Dielectric Displacement in Relation to Polarization | Electrical Properties

How to Calculate and Solve for Dielectric Displacement | Electrical Properties

The image of dielectric displacement is shown above.

To compute for dielectric displacement, two essential parameters are needed and these parameters are Permittivity of Vacuum (εo) and Electric Field Intensity (E).

The formula for calculating the dielectric displacement;

Do = εoE

Where:

Do = Dielectric Displacement
εo = Permittivity of Vacuum
E = Electric Field Intensity

Given an example;
Find the dielectric displacement when the permittivity of vacuum is 28 and the electric field intensity is 4.

This implies that;

εo = Permittivity of Vacuum = 28
E = Electric Field Intensity = 4

Do = εoE
Do = (28)(4)
Do = 112

Therefore, the dielectric displacement is 112 C/m².

Calculating the Permittivity of Vacuum when the Dielectric Displacement and the Electric Field Intensity is Given.

εo = DoE

Where:

εo = Permittivity of Vacuum
Do = Dielectric Displacement
E = Electric Field Intensity

Let’s solve an example;
Find the permittivity of vacuum when the dielectric displacement is 4 and the electric field intensity is 6.

This implies that;

Do = Dielectric Displacement = 4
E = Electric Field Intensity = 6

εo = DoE
εo = 4(6)
εo = 24

Therefore, the permittivity of vacuum is 24.

Continue reading How to Calculate and Solve for Dielectric Displacement | Electrical Properties

How to Calculate and Solve for Electron Drift Velocity | Electrical Properties

The electron drift velocity is illustrated by the image below.

To compute for electron drift velocity, two essential parameters are needed and these parameters are Electron Mobility (μe) and Electric Field Intensity (E).

The formula for calculating electron drift velocity:

vd = μeE

Where:

vd = Electron Drift Velocity
μe = Electron Mobility
E = Electric Field Intensity

Let’s solve an example;
Find the electron drift velocity when the electron mobility is 45 and the electron field intensity is 5.

This implies that;

μe = Electron Mobility = 45
E = Electric Field Intensity = 5

vd = μeE
vd = (45)(5)
vd = 225

Therefore, the electron drift velocity is 225 m/s.

Continue reading How to Calculate and Solve for Electron Drift Velocity | Electrical Properties

How to Calculate and Solve for Current Density | Electrical Properties

The current density is illustrated by the image below.

To compute for current density, two essential parameters are needed and the parameters are Electrical Conductivity (σ) and Electric Field Intensity (E).

The formula for calculating current density:

j = σE

Where:

j = Current Density
σ = Electrical Conductivity
E = Electric Field Intensity

Let’s solve an example;
Find the current density when the electrical conductivity is 32 and the electric field intensity is 4.

This implies that;

σ = Electrical Conductivity = 32
E = Electric Field Intensity = 4

j = σE
j = (32)(4)
j = 128

Therefore, the current density is 128 A/m².

Continue reading How to Calculate and Solve for Current Density | Electrical Properties

How to Calculate and Solve for Electric Field Intensity | Electrical Properties

The electric field intensity is illustrated by the image below.

To compute for electric field intensity, two essential parameters are needed and these parameters are Voltage (V) and Distance between Plates (l).

The formula for calculating electric field intensity:

E = V / l

Where:

E = Electric Field Intensity
V = Voltage
l = Distance between Plates

Let’s solve an example;
Find the electric field intensity when the voltage is 24 and the distance between plates is 8.

This implies that;

V = Voltage = 24
l = Distance between Plates = 8

E = V / l
E = 24 / 8
E = 3

Therefore, the electric field intensity is 3 Vm-1.

Calculating the Voltage when the Electric Field Intensity and the Distance between Plates is Given.

V = El

Where;

V = Voltage
E = Electric Field Intensity
l = Distance betweeen Plates

Let’s solve an example;
Find the voltage when the electric field intensity is 10 and the distance between plates is 5.

This implies that;

E = Electric Field Intensity = 10
l = Distance between Plates = 5

V = El
V = 10 x 5
V = 50

Therefore, the voltage is 50 V.

Continue reading How to Calculate and Solve for Electric Field Intensity | Electrical Properties

Nickzom Calculator Solves Calculations on Electric Field (Physics)

Nickzom Calculator solves for 9 parameters on Electric field such as:

  • Heating Effect of Current
  • Voltage
  • Electric Power
  • Capacitance
  • Electric Force
  • Electric Field Intensity
  • Electric Potential Difference
  • Electric Work Done
  • Energy Stored in a Capacitor

Using Nickzom Calculator to get the value of this parameters is relatively very easy and can be got in a second.

For the purpose of this post, let us find the value of electric field intensity.

Continue reading Nickzom Calculator Solves Calculations on Electric Field (Physics)