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Ohm's law long question answer
How is resistance related to length
How is resistance related to length
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Investigating the Relationship Between Length and Resistance of a Wire
Aim
===
To investigate the effect the length of wire has on resistance.
Background information
======================
Ohm's Law. The current in an object at constant temperature is
proportional to the potential difference across its ends. The ratio of
the potential difference to the current is the resistance of the
object. The object must be at a constant temperature for the law to
apply since a current will heat it up and this will change its
resistance. [IMAGE]
(The Usborne Illustrated Dictionary of Science, C. Stockley, C.
Oxlade, J. Wertheim, Page 62)
Resistance (R). The ability of an object to resist the flow of
current. The value depends on the resistivity of the substance from
which the object is made and its shape. The unit of resistance is the
ohm (Ω). Electrons moving in the object hit atoms and give them
energy, heating the object and using up energy from the source of
electromotive force.
(The Usborne Illustrated Dictionary of Science, C. Stockley, C.
Oxlade, J. Wertheim, Page 62)
Preliminary Work
----------------
Applied Voltage
Did wire get hot? ([IMAGE]/X)
0
X
2
X
4
X
6
[IMAGE]
8
[IMAGE]
Thickness (SWG)
Did power pack trip? ([IMAGE]/X)
Did wire get hot? ([IMAGE]/X)
26
X
X
30
X
X
32
X
[IMAGE]
From this I can tell I can use 3 volts and resistance wire that is
30SWG.
Prediction
----------
I predict that the longer the wire the more resistance it will have as
there are more atoms for the electrons to hit. [IMAGE]This will create
more heat making the atoms move about more increasing the resistance.
Thickness of the wire will have an effect. Thin wire is created by
rolling out a thicker peace there is less space between atoms for the
I also decided to use a wooden block to keep hold of the wire, because
I will start with 0.5 amps, working systematically, I will note
My aim is to try and find out how much the voltage is affected when
the power pack on to Volts. Using my first coil, which has 20 turns, I
we will be using a 0-1mA shunt as I think it will give the best
π(d/2 x10 ³)² where d is the diameter of the wire in mm. I will plot a
and displayed in SWG. I will be using copper wire of 14, 18, 22, 26
the nail. We then switched on the power supply and set the voltage to 4 V. We tested the number of paper clips the nail would pick up, each. time turning the power supply off and winding the coil five more times.
Variable Resistor - This acts in the same way as a normal resistor, to resist the current,
Also to explain what resistance is and the factors that affect it and how it is calculated. Method: Using the 2 clips place them on the wire with reasonable lengths between them, lengths that we had planned before the experiment, we then repeated the results for each length, we read the resistances, current and potential difference from the equipment we use then take down the results. Once we have recorded all the results we then calculated the averages of the resistance between the two results of each length. Equipment: AC/DC Power Adapter 5 Standard Wires 2 Croc Clips Voltmeter Ammeter 65cm Length of Nichrome Wire What We Did: We used a piece of Nichrome wire and we measured resistance based on the different lengths at which we placed clips on the wire, we
Shape the wire so they have a hook that hooks over the sides of the width of the box. When you have hooked the wires, put one at the bottom being your negative electrode, and the other one at
Factors Affecting the Resistance of a Wire The aim of this experiment is to investigate one factor that affect the resistance of a wire. I will do this by performing an experiment. First I will need to identify the factors that effect resistance. There are a few factors that affect the resistance, it is determined by the properties an object has.
-Voltmeter -Variable resistor -Power Supply -Various diameters of wire -Crocodile clips -Metre ruler [ IMAGE] Diagram:.. Secondary Source - (Obtained in A-level PHYSICS by Roger Muncaster). Page 536 - "The 'Page The electrical resistivity of a material is defined by R = L / A Where R = Resistance of some conductor(Î).
The resistance of a length of wire is calculated by measuring the current present in the circuit (in series) and the voltage across the circuit. wire (in parallel with the wire). The following formula is then applied. V (voltage) = I (current) x R (resistance).
This means that I expect a graph of R versus L to be of the form: