Ohm's Law | Voltage Current Division Rule | Source Conversion
OHM’S LAW:-
Ohm's law states that, “In any circuit Applied voltage of that circuit is directly proportional to the flow of current in that circuit”.
i.e., V∞I
Here, ‘R’ is taken as a constant.
In general,
V=I∙R is also known as “Ohm’s law”.
Condition for applying Ohm’s law:-
Ohm’s law is
applicable for only that circuit having one voltage source and one resistance
or equivalent resistance.
i.e.,
Note:- If a circuit containing current source, then we first convert it in voltage source. After that conversion, we can use Ohm’s law. And also circuit containing no. of resistances then we have to first find its equivalent resistance.
VOLTAGE DIVISION RULE:-
Voltage
division rule is applied on a circuit for finding individual voltage of an
element or a resistance.
Formula:-
Suppose that, three resistances ‘R1’, ‘R2’ & ‘R3’ are connected in series with a voltage source ‘v’.
So, the Individual voltages ‘V1’, ‘V2’ & ‘V3’ are given by,
In general,
Note:- voltage division rule is only applicable for that circuit in which resistances are in series with a battery source.
CURRENT DIVISION RULE:-
Current
division rule is applied on a circuit for finding individual current of an
element or a resistance.
Formula:-
Suppose
that, two resistances ‘R1’ & ‘R2’ are connected in parallel with a current
source ‘I’. So, the Individual
current ‘i1’ & ‘i2’ are given by,
In general,
Note:- Current division rule is only applicable for that circuit in which two resistances are in parallel with a current source. Current division rule can be used with a current source as well as voltage source.
SOURCE CONVERSION:-
Many times
when we are solving a circuit or a problem it is quite difficult to solve it by
using same source which is given in the problem. To make easy, we convert our
given
source. Means that, a current source can be changed by a voltage source and vice-verse. But have to fulfill it necessary condition.
source. Means that, a current source can be changed by a voltage source and vice-verse. But have to fulfill it necessary condition.
(1) Current source to voltage source:-
A current source
can be converted into a voltage source if and only if a resistance is parallel
to this current source. The circuit will be as,
Current source is converted into a voltage source in which a parallel resistance ‘R’ becomes in series with this voltage source. And the value of this voltage source is equals to,
V=I∙R
Note:-The direction of voltage source is depends upon the direction of current source.
(2) Voltage source to Current source:-
It is vice-verse of which we discussed above.
A voltage source
can be converted into a current source if and only if a resistance is in series
with this voltage source. The circuit will be as,
Trending Posts This Month:-
Solved Examples Problems On Star-Delta Transformation Or Conversion
Solved problem based on Norton’s Theorem
Solved Problem Based On Superposition Theorem
Example Solved Problems Based On Thevenin Theorem Circuit
Tricky Solutions For Equivalent Series-parallel Resistance Problems With Examples
Solved Problem Based On Maximum Power Transfer Theorem
Mesh-analysis - Loop-analysis -Maxwell's Current Analysis | Electrical
Delta To Star Transformation Or Delta To Star Conversion and Its Formulas
Superposition Theorem And Method Of Solving Superposition Theorem
Reading Problems Based On Superposition Theorem Example & Solved Formula's
2 comments:
Thanks for this Post its really helpful., i have an exam on network analysis tomorrow. this blog.. is good
Thanks for your valuable comments.You can ask me any question regarding these posts,i will try my best to give you satisfied solution of that question.
Post a Comment