State joules law of heating
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Consider a current I flows through a resistor of resistance R on applying a potential difference V across it.
Let charge Q flows though the resistor in time t.Them the work done in moving charge Q is
W=VQ .............(i)
We know that I=Q or Q=It
t
Thus,From euqation (i), W=VIt
This work done is equal to the energy supplied by the source in time t.This energy gets dissipated in the form of heat in the resistor.Therefore,the heat produced in a resistor is
H=VIt
By using Ohm's Law,V=IR,we get H=I²Rt
This implies that the heat produced in a resistor is
(i)directly proportional to the square of current for a given resistance in a given time.
That is H∝ I²
(ii)directly proportional to the resiastance for a given current in a given time.
That is H∝R
(iii)directly proportional to the time for which current flows through the resistor.
That is H∝ I
This is known as Joule's Law of Heating
Let charge Q flows though the resistor in time t.Them the work done in moving charge Q is
W=VQ .............(i)
We know that I=Q or Q=It
t
Thus,From euqation (i), W=VIt
This work done is equal to the energy supplied by the source in time t.This energy gets dissipated in the form of heat in the resistor.Therefore,the heat produced in a resistor is
H=VIt
By using Ohm's Law,V=IR,we get H=I²Rt
This implies that the heat produced in a resistor is
(i)directly proportional to the square of current for a given resistance in a given time.
That is H∝ I²
(ii)directly proportional to the resiastance for a given current in a given time.
That is H∝R
(iii)directly proportional to the time for which current flows through the resistor.
That is H∝ I
This is known as Joule's Law of Heating
Answered by
1
Answer:
joules law states that , the heat produced in a conductor is directly proportional to the square of the current flowoing in the conductor , to the time taken by the current to flow , to the resistance
H x I2
x R
x t
H=I2Rt
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