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Welcome to my
Presentation
NAME: MD. MOSTAFIJUR RAHMAN
ID: 191-23-586
DEPT. OF TEXTILE
BATCH: 41(EVENING)
Basic
EEE
Presentation Topic Name
Definition Resistance
Ohms Law
Resistance
The resistance of a material is a measure of how easily a charge
flows through it.
Resistance: how much “push” is needed to get a given current to flow.
The unit of resistance is the ohm:
Resistances of kilohms and megohms are common:
V
R
I

1 V
1 .
1 A
 
3 6
1 k 10 , 1 M =10 .
    
Every circuit component has resistance.
This is the symbol we use for a “resistor:”
All wires have resistance. Obviously, for efficiency in carrying a current, we want a
wire having a low resistance. In idealized problems, we will consider wire
resistance to be zero.
Lamps, batteries, and other devices in circuits have resistance
Resistors are often intentionally used in circuits. The picture
shows a strip of five resistors (you tear off the paper and solder
the resistors into circuits).
Resistors
Ohm’s Law
In some materials, the resistance is constant over a wide range of voltages
For such materials, we write and call the equation “Ohm’s
Law
In fact, Ohm’s Law is not a “Law” in the same sense as Newton’s
Laws…
Ohm's law states that the current through a conductor between two points is
directly proportional to the voltage across the two points. Introducing the
constant of proportionality, the resistance I=V/R
V IR,

Materials that follow Ohm’s Law are called “ohmic” materials, and have
linear I vs. V graphs.
Materials that do not follow Ohm’s Law are called
“nonohmic” materials, and have curved I vs. V graphs.
I
V
I
V
slope=1/R
THE END

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Basic EEE

  • 1. Welcome to my Presentation NAME: MD. MOSTAFIJUR RAHMAN ID: 191-23-586 DEPT. OF TEXTILE BATCH: 41(EVENING) Basic EEE
  • 3. Resistance The resistance of a material is a measure of how easily a charge flows through it. Resistance: how much “push” is needed to get a given current to flow. The unit of resistance is the ohm: Resistances of kilohms and megohms are common: V R I  1 V 1 . 1 A   3 6 1 k 10 , 1 M =10 .     
  • 4. Every circuit component has resistance. This is the symbol we use for a “resistor:” All wires have resistance. Obviously, for efficiency in carrying a current, we want a wire having a low resistance. In idealized problems, we will consider wire resistance to be zero. Lamps, batteries, and other devices in circuits have resistance
  • 5. Resistors are often intentionally used in circuits. The picture shows a strip of five resistors (you tear off the paper and solder the resistors into circuits). Resistors
  • 6. Ohm’s Law In some materials, the resistance is constant over a wide range of voltages For such materials, we write and call the equation “Ohm’s Law In fact, Ohm’s Law is not a “Law” in the same sense as Newton’s Laws… Ohm's law states that the current through a conductor between two points is directly proportional to the voltage across the two points. Introducing the constant of proportionality, the resistance I=V/R V IR, 
  • 7. Materials that follow Ohm’s Law are called “ohmic” materials, and have linear I vs. V graphs. Materials that do not follow Ohm’s Law are called “nonohmic” materials, and have curved I vs. V graphs. I V I V slope=1/R