Kirchhoff’s Current Law
(KCL)
Kirchhoff’s
Current Law (KCL): At any instant the sum of all currents entering a node must
be equal to all currents leaving the same node.
Mathematically KCL can be expressed as
·
KCL
is the simply conservation of charge.
·
A
node can’t accumulate or eliminate Charge.
Applying KCL:
To apply KCL
successfully, we must first label all branch currents of interest and indicate
their reference directions by means of arrows.
For Example:
·
If
a current is unknown assume its direction.
·
Solve
equations to find value of current.
·
Positive
sign shows that the assumed direction is same. Negative sign shows that the
assumed direction is false.
Solved Problem:
If i5 =3A, i6 =4A, Find i3 so That i2 = 1A
At Node C
i4 =
i5 + i6
i4 =
3A+4A
i4 =
7A
At Node B
i2 =
i3 + i4
i3 =
i2 – i4
i3 =
1A – 7A
i3 =
-6A
Negative
sign shows that the assumed direction is false.
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ReplyDeleteKirchhoff's Current Law (KCL) elegantly illustrates the conservation of charge in Electrical circuits, emphasizing the importance of balanced currents at any node. The meticulous application of KCL, involving engineering principles like assumption, equation solving, and sign interpretation, facilitates precise current determination, as demonstrated in the insightful solved problem.
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