Wednesday, August 17, 2022

Electric current – Physics Notes Class 10

Electric current –  Physics Notes-

Electricity

The flow of charged particles in a definite direction is called electricity .

* Those substances which permit the flow of charges through them are called conductors , e.g. , metals .

* Those substances which do not permit the flow of charges are called insulators , e.g. , glass , mica , etc.

 

Electric Current:

Amount of charge passing through any cross section of conductor in one second is called electric current.

*  If Q coulomb charge passes through cross section of conductor  in time ‘ t’ second

    Then  , charge passing in 1 second =  Q / t

    Hence electric current  ,   I  =  Q / t

Thus,  The rate of flow of charge passing  through any cross section of conductor is called electric current.

* SI unit of current =  Coulomb / sec    or  Ampere ( A)

* Current is a Scalar quantity.

* Current will only flow through a conductor if p.d. is maintained across its ends .

* Electric current is measured by Ammeter  and   Galvanometer

* Electric current produce magnetic field.

* Electric current is two types  ,  AC current  and DC current

                                                                                               

Direction Of Electric current     

* In conductor Electric current is produced due to flow of electrons .

* Direction of current is opposite to that of moving  electrons.

* Electric current flow in circuit from positive terminal to negative terminal of battery .

* In conductor, Electric current flow from high potential to low potential.    

 

Q- What is difference between ammeter and Galvanometer?

Ans-

Ammeter

* It is a device used to determine the magnitude of current flowing in a circuit.

* It is used in an electrical circuit                                                            

* It measures both the Alternate and Direct current.     

*It is less sensitive.   

* It is more accurate.

* It works with or without the presence of the magnetic field.

* An ideal ammeter should have zero resistance. 

Galvanometer

* It is a device used to detect the strength and direction of small current present in the circuit

* It is used in bridge and potentiometer.

* It measures only the direct current.

* It is more sensitive

* It is less accurate

* It works due to the presence of the magnetic field

* Galvanometer has moderate resistance (10-100 ohms).

 

Q. How a galvanometer can be used as an ammeter?

Ans-

* A galvanometer is used for measuring small currents.

* By converting a galvanometer into an ammeter large currents can be detected.

* To convert a galvanometer into an ammeter, a low resistance known as shunt resistance is connected parallel to the galvanometer.

 

CURRENT CARRIERS

( i ) Current carriers in solid conductors  

* In solid conductors ( e.g. , metals ) , there are a large number of free electrons . When . electric field ( i.e. , p.d ) is applied to the conductor , the free electrons start drifting  in a direction opposite to the field  to constitute electric current .

* Hence , free electrons are the current carriers in solid conductors .

 

( ii ) Current carriers in liquids

* Some liquids are conductors of electricity . A conducting liquid is called an electrolyte ( e.g. , solution of CuSO4  ) .

* The electrolytic solution provides positive ions ( e.g. , Cu2+  ) and negative ions ( e.g. , SO42-  ) .

* When external electric field ( i.e. , p.d. ) is applied , the positive ions move in one direction and negative ions in the opposite direction to constitute electric current .

* Hence , in conducting liquids , ions ( positive and negative ) are the current carriers .

 

( iii ) Current carriers in gases

* Under ordinary conditions , gases are insulators .

* When a gas under low pressure is subjected to high electric field ( i.e. , high p.d. ) , ionisation of gas molecules takes place , i.e. , electrons and positive ions are formed .

* Hence , current carriers in gases are free electrons and positive ions .

 

CURRENT CONDUCTION IN METALLIC CONDUCTORS

* Metals have a large number of free electrons , about 1028  per m³ .

* In the absence of electric field ( Potential difference ) , these electrons are in a state of random motion due to thermal energy . The average speed of these electrons is sufficiently high ( = 105 m/s ) at room temperature .

* These velocities are distributed randomly in all directions so that there is no net movement of charge in any particular direction . Consequently , no current is established in the conductor in the absence of electric field .

* When potential difference is applied across the ends of a conductor  , electric field is applied at every point of the conductor  wire . The electric field exerts force on the free electrons which start accelerating towards the positive terminal  .

Relaxation time ( t ) :

* As the free electrons move in conductor in presence of electric field , they  collide again and again with positive ions of the metal . Each collision destroys the extra velocity gained by the free electrons .

The average time that an electron spends between two collisions is called the relaxation time ( t ) . Its value is of the order of 10-14   second .

Drift Velocity

* In Conductor Free electrons are continuously accelerated in presence of the electric field . Collisions between electrons and cations  prevent  electrons velocity from becoming large . The result is that electric field provides a small constant velocity towards positive terminal which is superimposed on the random motion of the electrons . This constant velocity is called the drift velocity .

* The average velocity with which free electrons get drifted in a metallic conductor under the influence of electric field is called drift velocity ( vd  ) .

* The drift velocity of free electrons is of the order of 10-5  m/s  .

 

Drift Velocity,   vd =  (eEt) /m

Where,  e = magnitude of Charge on electron

              E =  Magnitude of electric field

              t =  Relaxation time of free electron

 

Relation Between Current and Drift Velocity

                   I = n e A vd

Where,  n = electron density ( no. of free electrons per unit volume )

              e = Magnitude of charge on electron

             A =  cross section area of conductor

             Vd =  Drift velocity

For Given conductor,  A , n and  e are constant,

So ,       I   vd  

* Current flowing through conductor is directly proportional to the drift velocity

* Yet drift velocity is very small. But small drift velocity of large number of free electrons give sufficient current.

 

              

 



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