Key Point : Thus the total number of lines of force in any particular electric field is called the electric flux. It is represented by the symbol ψ Similar to the charge, unit of electric flux is also coulomb C.
Electric Flux
•
In 1837, Michael Faraday performed the experiment on electric field. He showed
that the electric field around a charge can be imagined in terms of presence of
the lines of force around it. He suggested that the electric field should be
assumed to be composed of very small bunches containing a fixed number of
electric lines of force. Such a bunch or closed area is called a tube of flux.
The total number of tubes of flux in any particular electric field is called as
the electric flux.
Key
Point : Thus the total number of lines of force in any
particular electric field is called the electric flux. It is represented by the
symbol ψ Similar to the charge, unit of electric flux is also coulomb C.
•
The electric flux is nothing but the lines of force, around a charge. Such
electric flux lines have following properties,
1.
The flux lines start from positive charge and terminate on the negative charge
as shown in the Fig. 3.2.1.
2.
If the negative charge is absent, then the flux lines terminate at infinity as
shown in the Fig. 3.2.2 (a). While in absence of positive charge, the electric
flux terminates on the negative charge from infinity. This is shown in the Fig.
3.2.2 (b).
3.
There are more number of lines i.e. crowding of lines if electric field is
stronger.
4.
These lines are parallel and never cross each other.
5.
The lines are independent of the medium in which charges are placed.
6.
The lines always enter or leave the charged surface, normally.
7.
If the charge on a body is ± Q coulombs, then the total number of lines
originating or terminating on it is also Q. But the total number of lines is
nothing but a flux.
Electric
flux ψ = Q coulombs (numerically)
•
This is according to SI units. Hence if Q is large then flux ψ is more
surrounding the charge and viceversa.
•
The electric flux is also called displacement flux.
•
The flux is a scalar field. Let us define now a vector field associated with
the flux called electric flux density.
Review Question
1. Define electric flux and state its unit.
Electromagnetic Theory: Unit I: (c) Gauss Law and Applications : Tag: : Properties of Flux Lines - Electric Flux
Electromagnetic Theory
EE3301 3rd Semester EEE Dept | 2021 Regulation | 3rd Semester EEE Dept 2021 Regulation