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Ohm's law background
Why length has an effect on resistance
Relationship between resistance and length
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Recommended: Ohm's law background
Investigating the Factors that Affect the Resistance of a Metal Conductor
All metals offer some resistance to the flow of an electric current.
Several factors affect the resistance:
* Temperature
* Length
* Cross-section area
* The metal or alloy the conductor is made of
This investigation looks at the effect of length.
Background Information
======================
Why does resistance occur?
==========================
Resistance occurs because the electrons in the wire have to collide to
pass on electrical current. When the electrons collide, they lose some
of their kinetic energy.
What is resistance?
===================
Resistance is an opposition to the flow of electrons. It is the
potential difference divided by the current.
How is resistance measured?
===========================
Resistance is measured in ohms (W) using an ohmmeter ( W ).
Ohms Law
========
Resistance is worked out using the following scientific model
(Reference from Roger Muncaster's A level Physics):
r = resistivity (Wm)
l = length (cm)
A = Cross sectional area (cm )
K = Constant
R=rl
A
If r and A are fixed by choosing one
type of wire of one diameter then:
R= k x l
[IMAGE]
R l
Investigation- The affect of length on resistance
Prediction
==========
I think that as the length of a wire increases, so does the
resistance. Therefore, the resistance will be directly proportional. I
think this because if there is a fixed potential difference (measured
in volts) across a length of conductive material it will result in a
flow of electrons. The rate of this flow is controlled by the number
of collisions that take place between the free electrons and the atom
within the conductor. For a tiny fraction of a second, the electron
loses kinetic energy, but is instantaneously accelerated again by the
electric field.
This means that I expect a graph of R versus L to be of the form:
Upon completion of this task, the students will have photographs of different types of lines, the same lines reproduced on graph paper, the slope of the line, and the equation of the line. They will have at least one page of graphing paper for each line so they can make copies for their entire group and bind them together to use as a resource later in the unit.
I also decided to use a wooden block to keep hold of the wire, because
on the y. If my prediction is right I should be able to draw a
I expect my graph to look like it does on the next page because I
... : The difference in slope is positively correlated with a lower temperature. This slope becomes apparent
as the “r-value” and “r” can be any value between -1 and +1. It can be
This graph shows the result that I expect to get, I expect to see a
whole having a beginning, middle, and end. He mentions the plots are either simple or complex, an
From this I can tell I can use 3 volts and resistance wire that is
Below the graph consist of the intersections of the line ‘y = x’ , ‘y = 2x’ with the curve y = x4
of the atoms, so if there are more or larger atoms then there must be
gradient of this graph = - (Ea / RT) which can be used to calculate
Investigating the Effect the Thickness of a Wire has on Its Resistance. Equipment:.. Nickel Wire cut into 10 pieces of 30cm length (Ruler, Pliers). Two crocodile clips Five Pieces of Wire Power Source Variable Resistor Ammeter Volt Meter Method: The.. =
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.
Numerous factors influence electrical conductivity and resistance, two of them are temperature and length of the wire (these are external factors). Electrical conductivity is defined as the property used to describe how well materials allow electrons to flow, and the degree to which a specific material conducts electricity., Electrical conductivity is calculated as the ratio of the current density in the material to the electric field that causes the flow of current. The SI unit of electrical conductivity is Siemens per meter (S/m). Electrical conductivity is also commonly represented by the Greek letter σ (sigma), but κ (kappa) (especially in electrical engineering) or γ (gamma) are alsowhich are occasionally used. Electrical resistivity quantifies how strongly a specific material opposes the flow of electric current. Electrical resistivity is commonly represented by the Greek letter ρ (rho). The SI unit of electrical resistivity is the ohm⋅metre (Ω⋅m) although other units like ohm⋅centimetre (Ω⋅cm) are also in use.