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Permittivity and Permeability are two fundamental properties of materials that play a crucial role in the behavior of electromagnetic waves and related fields. Permittivity, represented by the symbol ε (epsilon), describes a material's ability to permit the electric field to pass through it. Permittivity is a measure of how easily electric charges can be separated within the material in response to an applied electric field. On the other hand, Permeability, denoted as μ (mu), characterizes a material's ability to allow magnetic fields to pass through it. Permeability represents how readily magnetic flux can propagate within the material when subjected to a magnetic field.
Together, Permittivity and Permeability determine the speed at which electromagnetic waves, such as light and radio waves, travel through a given medium. This article provides a brief description of both Permittivity and Permeability;, other than that we will also discuss the key differences between Permittivity and Permeability.
👁 Permittivity-and-Permeability
Table of Content
Permittivity as the name suggests, must be something related to giving permission. Permittivity is the property of a matter or a medium to permit its own field to decrease the electrostatic force/electronic interaction between two charges. Permittivity can also be defined as the measure of electric polarizability of a dielectric, polarization of material causes induction of charges which in turn creates electric fields within the material, thus opposing the electricity between the original charged particles and also storing energy at the same time.
Permittivity is the property of the material or medium which measure the material's ability to resist the formation of an electric field within it or to permit the passage of electric flux.
Permittivity Symbol: Electric Permittivity is denoted by the Greek symbol ε, pronounced as epsilon.
Unit of Permittivity: The SI unit of permittivity is Farad/meter (F/m).
Dimensional Formula of Permittivity: The dimensional formula of permittivity is [M⁻¹ L⁻³ T⁴ A²]
There are two types of permittivity:
Let's dicuss these types as below:
The resistivity offered by the free space is the lowest and is the fundamental constant, it is referred as permittivity of free space and is denoted by ε₀. It has a value of 8.85✕ 10-12 Farad/meter.
Dielectric material also shows permittivity, it is represented as the ratio of absolute permittivity of the medium or material and the permittivity of free space, known as relative permittivity. Thus relative permittivity is a dimensionless quantity, represented as εr.
Formula for Relative Permittivity (εr) is given as:
εr = ε/ε₀
Where,
- εr is the relative permittivity of the material,
- ε is the absolute permittivity of the material, and
- ε₀ is the permittivity of the free space.
Permeability as the name suggests refers to easy of passing through. Permeability is the property of the matter which measure how easily it is allowing external magnetic field to pass through it or how much it gets magnetized when place in an external magnetic field. When an object in placed in an external magnetic field or when magnetic lines of forces are passed through a medium the dipoles in the medium get oriented in the material so as to facilitate the passage of the magnetic flux, this is called permeability. The high the permeability of the material the more magnetization it will show in presence of external magnetic field.
Permeability is a property of matter to get magnetized when placed in an external magnetic field. It is the property of a material or the medium which reflects the easiness offered my the material or medium to pass magnetic flux through it when placed in an external electric field.
Permeability can be categorised as:
Let's discuss these in detail.
Just like permittivity of vacuum, permeability of vacuum is considered to be a fundamental constant. Its value is approximately 4π x 10⁻⁷ H/m. It is also referred as the permeability of the free space.
Relative permeability the ratio of the permeability of the material to the permeability of vacuum (μr = μ/μ₀). It is a dimensionless number that shows how much a given material can be magnetized when placed in an external electric field.
Permeability of some of the most common Materials are given in the following table:
Material | Permeability (H/m) | Relative Permeability (μr) |
|---|---|---|
Air | 1.25 x 10-6 | 1.0000004 |
Water | 1.26 x 10-6 | 1.0000004 |
Wood | 1.26 x 10-6 | 1.0000004 |
Copper | 1.257 x 10-6 | 0.9999 |
Iron | 5.3 x 10-3 | 4000 |
The Key differences between Permittivity and Permeability are listed in the following table:
Parameters | Permittivity | Permeability |
|---|---|---|
Definition | Permittivity is the property of a medium or material to oppose the formation of external electric field. | Permeability is the property of a material or the medium which reflects the ease to pass the amgnetic flux when placed in an external magnetic field. |
Relation | Permittivity is related to the electric fields. | Permeability is related to magnetic fields. |
Representation | Permittivity is denoted by ε (epsilon) | Permeability is denoted by the μ (mu). |
Unit | F/m ( Farad/meter) | H/m (Henry / meter) |
Value in Vacuum | 8.85✕ 10-12 Farad/meter | 4π x 10⁻⁷ H/m. |
Principle Concept | Polarization of charges | Magnetization |
Application | Capacitors storing energy. | Inductors (paramagnetic and diamagnetic). |
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Answer:
Fmedium = q1 × q2 / 4 πε × r2
⇒ Fmedium = q1 × q2 / 4 πεrε₀ × r2 [As εr = ε/ε₀]
⇒ Fmedium = Fair/εr
⇒ εr = Fair/Fmedium
Answer:
Both relative permittivity (εr) and relative permeability (μr) are dimensionless constants that describe how a material responds to electric and magnetic fields with respect to their behaviour in free space.
Answer:
Since the relative permittivity of the medium is 2.0 the electrostatic force between two charge particle changes will reduce to half in medium as compared to that in free space.
Problem 1: Calculate the relative permittivity of a material with a permittivity of 6.4 x 10⁻¹² C²/N·m².
Problem 2: Determine the relative permeability of a substance with a permeability of 2.8 x 10⁻⁷ N/A².
Problem 3: Explain the role of permittivity in dielectric materials.
Problem 4: Discuss how permeability affects the propagation of electromagnetic waves.