Problem and Planning Experimental Procedures
Problem:
A manufacturer of resistors uses a variety of wires to make resistors of fixed values. You are to carry out tests to investigate how he can produce resistors with different values of resistance.
Background Knowledge:
What is resistance and what causes it?
The more resistance a component has, the more voltage is needed to make a particular value of current flow through it.
The unit of resistance is the ohm and is represented by the Greek letter ? (omega).
Definition: A wire has a resistance of one ohm if a p.d (potential difference) of one volt is needed across it to make a current of one ampere flow through it.
Ohms Law
The equation that comes form Ohms law is very useful for calculating values in electric circuits.
Factors affecting Resistance
Firstly, the length and the cross section of wire can affect the resistance. We use an ammeter to help us find the resistance.
Secondly, if we take two wires of different materials, both 1metre long and 1mm2 in area and we measure their resistances, we find that one has a much higher resistance than the other. This shows that different materials will give different values of resistance even if their length and cross section are the same.
Problem:
A manufacturer of resistors uses a variety of wires to make resistors of fixed values. You are to carry out tests to investigate how he can produce resistors with different values of resistance.
Background Knowledge:
What is resistance and what causes it?
The more resistance a component has, the more voltage is needed to make a particular value of current flow through it.
The unit of resistance is the ohm and is represented by the Greek letter ? (omega).
Definition: A wire has a resistance of one ohm if a p.d (potential difference) of one volt is needed across it to make a current of one ampere flow through it.
Ohms Law
The equation that comes form Ohms law is very useful for calculating values in electric circuits.
Factors affecting Resistance
Firstly, the length and the cross section of wire can affect the resistance. We use an ammeter to help us find the resistance.
Secondly, if we take two wires of different materials, both 1metre long and 1mm2 in area and we measure their resistances, we find that one has a much higher resistance than the other. This shows that different materials will give different values of resistance even if their length and cross section are the same.