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How does electrical resistance vary with length
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Investigating the Resistance of a Wire
Aim: I am going to investigate what factors affect the resistance of a
wire.
Here are some main factors which may affect the resistance of a wire
* Length
* Thickness
* Temperature
* Voltage
* Resistance
* Material
Resistance is a force which opposes the flow of an electric current
around a circuit so that energy is required to push the charged
particles around the circuit. The circuit itself can resist the flow
of particles if the wires are either very thin or very long.
Resistance is measured in ohms. The symbol for an ohm isOmega Symbol.
A resistor has the resistance of one ohm if a voltage of one volt is
required to push a current of one amp through it.
George Ohm discovered that the emf of a circuit is directly
proportional to the current flowing through the circuit. This means
that if you triple one, you triple the other He also discovered that a
circuit sometimes resisted the flow of electricity. He called this
resistance. He then came up with a rule for working out the resistance
of a circuit:
V - volts
I - current
R – resistance
V/I = R or v = I x R
I therefore predict that as I increase the length of constantan the
resistance will increase due to the doubling of electrons which create
resistance.
Method
methodApparatus: Voltmeter, ammeter, 2 crocodile clips, power pack
Set apparatus up like so:
First a length of wire is sellotaped to a metre rule. The positive
crocodile clip is attached at 0cm. And the negative is moved up and
down the wire, stopping at 20, 40, 60, 80 and 100cm. Each time reading
the ammeter and voltmeter to work out resistance R = V/I. Other
variables, voltage, thickness, and temperature will be kept constant,
although the temperature will rise once current is passing through it,
V is voltage in volts and I is current in amperes. L:- is the length
The Resistance of a Wire Investigation Aim: To investigate how changing the length of a wire affects the resistance. Prediction: I predict that the longer the piece of wire, the greater the resistance will be. This is because the current is resisted by the atoms in the wire. In a longer piece of wire, there would be more atoms for the electrons to collide with and so the resistance would be greater. The shorter piece of wire will have less resistance because their will be less particles causing less collision.
one is twice the length of the black one. The black arc is always at a
The first element which is there must be some entrustment or dominion of property to the accused.
will be the length of the wire, the material of which the wire is made
!) You have two circuits: one is in parallel and the other is in series. Both circuits each contain a 6 resistor, and a 10 resistor, however the parallel circuit also has an additional 12 resistor in parallel. Which of these statements is true about the total resistance of the
Investigating the Resistance of a Wire We have been given the task to investigate the resistance of different wires, I am firstly going to start by explaining what resistance is, why it occurs, what causes it, and how it can be used to our advantages. Resistance is a term used to describe the property that various materials possess to restrict or inhibit the flow of electricity. Whether or not a material obeys Ohm's law, its resistance can be described in terms of its resistivity. The electrical resistance of a wire would be expected to be greater for a longer wire, less for a wire of larger cross sectional area, and would be expected to depend upon the material out of which the wire is made.
I tested all the wires at 3 volts, first I set up the equipment as
down to 0.20m long. I will not go above 1m or below 0.20m because it
V = I ´ R where V = Voltage, I = Current and R = Resistance
A current is the rate of the flow of charge (electrons) and the resistance controls the amount of current flowing. If we want to calculate the current flowing through the circuit, we need to know how much resistance it has. A resistor that has a large resistance only allows a small current through it and a small resistance allows a large current through. Resistors are usually long coils of wire, or small pieces of material that do not conduct electricity very well, therefore the conductivity of the metals affect resistance.
If m1 = m2, the above equations reduce to v1f = 0 and v2f = v1i
It would be nice to divide both sides by A (to get X=B/A), but remember we can't divide.