Every material has a specific measure of how much it resists the flow of current.
This property is called the
Specific resistivity of a material.
The formula on the right shows what the resistance of a piece of wire becomes.
R: Resistance — Ohm (Ω)
ρ: the resistivity — Ohm-meter (Ωm)
l: the length of the wire — meters (m)
A: the area of the cross section of the wire — (m2)
Slide 5 - Slide
Discussing the homework
Worksheet:
< Part 2 Exercise 1 to 4 + 6 & 7
> Part 2 Exercise 1, 2, 5, 8 & 9
Slide 6 - Slide
Worksheet part 1
Water tank comparison
Unit in terms of water
Property of an electric circuit
Unit
Base units behind this unit
The height difference between the valve and the top of the water.
Joule/ Litre
Voltage
Volt (v)
Joule/ Coulomb
The flow of water.
Litre/ second
Current
Ampere (A)
Coulomb / second
How open or closed the valve is.
Not required
Resistance
Ohm (Ω)
Not required
Slide 7 - Slide
1) Think about the water tank comparison.
a) The water flow of water will increase / decrease when the valve gets opened more.
b) The electric current in a circuit will increase / decrease when the resistance increases.
c) The flow of water will increase / decrease when the height difference between the valve and the top of the water tank increases.
d) The electric current in a circuit will increase / decrease when the voltage over the circuit increases.
Slide 8 - Slide
2) Which of the circuits below is correct for measuring voltage and current?
Slide 9 - Slide
A physicist wants to make a charge of 6,4∙10^-15 C flow through a wire. He knows the resistance of the wire is 25 Ω. He applies a voltage of 8 V over the wire. How long does a current have to flow through the wire to let the required amount of charge flow through it?
Given:
- Required amount of charge: 6,4 • 10^15
- R = 25 Ω
- U = 8 V
Asked:
How long does current have to flow through the write to reach the required amount of charge?
Working:
R = U/I I = U/R
Q = I • t t = Q/ I
I = 8/ 25 = 0.32 A
t = (6,4 • 10^15)/ 0,32 = 2 • 10^16 seconds
Slide 10 - Slide
A wire has a cross-section with an area with a radius of 3 cm. The length of this wire is 20 cm. The resistance of this wire is 1,56∙10^(-6) Ω. The temperature of the wire is 20 ºC. What material is it made of? Use the table one 1 on page 79 of Book B to find the answer.