We all have experienced the situation that when a torch is used for several weeks, its light becomes dim. We say that its cells have become weak.This means that the potential difference has droped to a smaller value because the chemicals have been used up in the chemical reactions. As the potential difference has dropped so less current flows through the bulb, and hence produces less light. So, we can say that the electric current passing through the circuit depends on the potential difference applied across it. The larger is the potential difference, the larger is the current. This relationship between potential difference and current was first discovered by a German physicist Georg Simon Ohm (1787-1854) and is stated by the law named after him
Ohm's Law states that the current passing through a conductor is directly proportional to the potential difference between its ends, provided the physical conditions such as temperature of conductor remain unchanged.
He further observed that as we increase the potential the current increases, so we can state that the
i.e., or
where R is a constant which is called resistance of the material.
The SI unit of resistance is ohm .
If I = 1 Ampere, V = 1 Volt, then R = 1 .
The resistance of a conductor is 1 ohm if a potential difference of 1 volt is produced across its ends when 1 ampere of the current flows through it.
The conductors, which obey the Ohms law are called the ohmic conductors or linear resistances. All metallic conductors (such as silver, aluminium, copper, iron , etc,) are the Ohmic conductors or linear resistances.
The conductors, which do not obey the Ohms law are called the non-Ohmic conductors or non-linear resistances. Examples are, diode valve, transistors, electrolyte, etc.
Illustration: A 5 V battery is connected to a 10 resistance. Calculate the amount of current flowing through the circuit.
Solution: It is given that
V = 5 V
R = 10
To find I =?
According to Ohm's Law
V = IR
Hence a current of 0.5 A flows through the circuit.
In a circuit n electrons flow through the cross section of a wire in t s when a potential difference V is applied. Write the following steps in sequential order to determine the electric resistance of the wire. (A) Determine the value of electric current , I=ne/t. (B) Note the value of Potential difference V, number of electrons n, time t and the charge e of an electrons. (C) Write the relation, V = IR. (D) The resistance of the wire , R = V/I
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Right Option : A | |||
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Two resistors of resistance are connected in parallel to a battery of emf V. Write the following steps to determine the electric current flowing through the wire in proper sequence. (A) Use the Ohm's law, V=IR. (B) Determine the effective resistance () of the parallel combination of resistors. (C) Determine the electric current by using the relation, . | |||
Right Option : C | |||
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A 4-V battery is connected to a lamp of resistance . Calculate current through the lamp.
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Right Option : C | |||
View Explanation |
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