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Introduction : Kcl , kvl , obm’s
law
Name : Jadav Ravindra . V
Ankur sir
Enrollment no . 151080106004
Subject code . 151080106012
1
∗ Syllabus: textbook, homework, grading, schedule,
reading assignments, laboratory
∗ Lectures: let’s avoid “Death by PowerPoint”
2
Introduction
∗ Basic quantities: current, voltage and power
∗ Current: time rate of change of electric charge
I = dq/dt
1 Amp = 1 Coulomb/sec
∗ Voltage: electromotive force or potential, V 1 Volt
= 1 Joule/Coulomb = 1 N·m/coulomb
∗ Power: P = I V
1 Watt = 1 Volt·Amp = 1 Joule/sec
3
Basic Electrical Quantities
∗ Normally we talk about the movement of positive
charges although we know that, in general, in
metallic conductors current results from electron
motion (conventionally positive flow)
∗ The sign of the current indicates the direction of
flow
∗ Types of current:
∗ direct current (dc): batteries and some special
generators
∗ alternating current (ac): household current which varies
with time
4
Current, I
Voltage is the difference in energy level of a unit charge
located at each of two points in a circuit, and therefore,
represents the energy required to move the unit charge
from one point to the other
5
Voltage, V
Circuit Element(s)
+ –V(t)
∗ Passive sign convention : current should enter the
positive voltage terminal
∗ Consequence for P = I V
∗ Positive (+) Power: element absorbs power
∗ Negative (-) Power: element supplies power
6
Default Sign Convention
Circuit Element
+ –
I
∗ A resistor is a circuit element that dissipates electrical
energy (usually as heat)
∗ Real-world devices that are modeled by resistors:
incandescent light bulbs, heating elements (stoves,
heaters, etc.), long wires
∗ Resistance is measured in Ohms (Ω)
7
Resistors
Two elements are in series if the current that flows
through one must also flow through the other.
8
Series
R1 R2
Series
R1 R2
Not Series
∗ Kirchhoff’s Current Law (KCL)
∗ sum of all currents entering a node is zero
∗ sum of currents entering node is equal to sum of
currents leaving node
∗ Kirchhoff’s Voltage Law (KVL)
∗ sum of voltages around any loop in a circuit is zero
9
Kirchhoff’s Laws
The sum of currents entering the node is zero:
Analogy: mass flow at pipe junction
10
KCL (Kirchhoff’s Current Law)
i1(t)
i2(t) i4(t)
i5(t)
i3(t)
∑=
=
n
j
j ti
1
0)(
∗ Drill Problems P1-1, P1-2, P1-4
∗ While working these problems, we shall define the term
‘node’ as a point where two or more circuit elements
are connected
11
Class Examples

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kvl,ohm's law

  • 1. Introduction : Kcl , kvl , obm’s law Name : Jadav Ravindra . V Ankur sir Enrollment no . 151080106004 Subject code . 151080106012 1
  • 2. ∗ Syllabus: textbook, homework, grading, schedule, reading assignments, laboratory ∗ Lectures: let’s avoid “Death by PowerPoint” 2 Introduction
  • 3. ∗ Basic quantities: current, voltage and power ∗ Current: time rate of change of electric charge I = dq/dt 1 Amp = 1 Coulomb/sec ∗ Voltage: electromotive force or potential, V 1 Volt = 1 Joule/Coulomb = 1 N·m/coulomb ∗ Power: P = I V 1 Watt = 1 Volt·Amp = 1 Joule/sec 3 Basic Electrical Quantities
  • 4. ∗ Normally we talk about the movement of positive charges although we know that, in general, in metallic conductors current results from electron motion (conventionally positive flow) ∗ The sign of the current indicates the direction of flow ∗ Types of current: ∗ direct current (dc): batteries and some special generators ∗ alternating current (ac): household current which varies with time 4 Current, I
  • 5. Voltage is the difference in energy level of a unit charge located at each of two points in a circuit, and therefore, represents the energy required to move the unit charge from one point to the other 5 Voltage, V Circuit Element(s) + –V(t)
  • 6. ∗ Passive sign convention : current should enter the positive voltage terminal ∗ Consequence for P = I V ∗ Positive (+) Power: element absorbs power ∗ Negative (-) Power: element supplies power 6 Default Sign Convention Circuit Element + – I
  • 7. ∗ A resistor is a circuit element that dissipates electrical energy (usually as heat) ∗ Real-world devices that are modeled by resistors: incandescent light bulbs, heating elements (stoves, heaters, etc.), long wires ∗ Resistance is measured in Ohms (Ω) 7 Resistors
  • 8. Two elements are in series if the current that flows through one must also flow through the other. 8 Series R1 R2 Series R1 R2 Not Series
  • 9. ∗ Kirchhoff’s Current Law (KCL) ∗ sum of all currents entering a node is zero ∗ sum of currents entering node is equal to sum of currents leaving node ∗ Kirchhoff’s Voltage Law (KVL) ∗ sum of voltages around any loop in a circuit is zero 9 Kirchhoff’s Laws
  • 10. The sum of currents entering the node is zero: Analogy: mass flow at pipe junction 10 KCL (Kirchhoff’s Current Law) i1(t) i2(t) i4(t) i5(t) i3(t) ∑= = n j j ti 1 0)(
  • 11. ∗ Drill Problems P1-1, P1-2, P1-4 ∗ While working these problems, we shall define the term ‘node’ as a point where two or more circuit elements are connected 11 Class Examples