• Join over 1.2 million students every month
  • Accelerate your learning by 29%
  • Unlimited access from just £6.99 per month
Page
  1. 1
    1
  2. 2
    2
  3. 3
    3
  4. 4
    4
  5. 5
    5
  6. 6
    6
  7. 7
    7
  8. 8
    8
  9. 9
    9
  10. 10
    10
  11. 11
    11
  12. 12
    12
  13. 13
    13
  14. 14
    14
  15. 15
    15
  16. 16
    16
  17. 17
    17
  18. 18
    18
  19. 19
    19
  20. 20
    20
  21. 21
    21
  22. 22
    22
  23. 23
    23
  24. 24
    24
  25. 25
    25

Characteristics of Ohmic and Non Ohmic Conductors.

Extracts from this document...

Introduction

Physics Coursework

Characteristics of Ohmic and Non Ohmic Conductors

Every part of matter is made up of atoms. Atoms are called the building blocks of nature. These atoms consist of a nucleus and shells. The protons and neutrons are part of the nucleus and the electrons are distributed in shells around the nucleus. The protons have a positive charge, neutrons are not charged and the electrons are negatively charged. Electrons have no overall mass while neutrons and protons both have a mass of 1 unit. This is how the relative atomic mass is calculated, by adding up the number of protons and neutrons. The electrons are distributed in the shell in order of the amount of energy that they hold. So according to that I will introduce the concept of electricity.

Electricity is a flow of electrons. Electricity can be transferred by some materials and some cannot transfer it.

Conductors are any materials or substances that can allow heat or electricity to pass through them. Conduction means that heat or current is transferred from atom to atom on its way out. Some materials are good conductors; some are bad conductors while some do not conduct at all. Such materials or substances that do not allow heat or current to pass through are called insulators. These insulators usually do not have enough electrons to carry the current and thus they are non-conducting substances. One example is plastic.

Electrons carry current. In a substance that has many free electrons, current can be carried. Free electrons means that these electrons do not belong to the atom because they are very far from the nucleus and so they can escape easily. These free electrons make certain substances conductors.

...read more.

Middle

             I-                                                                                                          

For the given Thermistor the graph shows the different resistance in different temperatures. At 40oC, there will be less resistance because as we already know the temperature causes the electrons to be freed and carry the current. The thermistor also cannot be taken to be an ohmic conductor because of its straight graph. We can understand from this that the amount of current increases when the temperature increases. This means that the thermistor is not an ohmic conductor. If we take the graph of a normal thermistor we will get a graph like the one shown

             I+

                                                         V+

This graph proves that the thermistor is not an ohmic conductor.

The main differences between the ohmic and non ohmic conductors are as follows

Ohmic Conductors

Non Ohmic Conductors

The magnitude of current remains unchanged when the current or the voltage is reversed.

The magnitude changes as displayed from the above graphs.

The current is proportional to the voltage.

The current is not proportional to the voltage.

Temperature affects current and resistance.

Different factors affect it such as light and temperature.

Since we have now seen what ohmic and non ohmic conductors are, we should also see the details of the semiconductors and the energy band theory.

Semiconductors usually have four electrons in the outer electron shell. They are tetravalent. These are called valence electrons. The structure that is formed is a tetrahedral structure. This forms a crystalline structure.  There are two types of semiconductors. One type is the intrinsic semiconductors and the extrinsic semiconductors. Intrinsic semiconductors are elements and compounds that are semiconductors. Examples include Silicon and Cadmium. When they are in a solid state, the silicon atoms form a covalent bond among themselves to form a lattice.

...read more.

Conclusion

0.7 V

0.23 A

0.21 A

0.220 A

0.8 V

0.26 A

0.27 A

0.265 A

0.9 V

0.30 A

0.31 A

0.305 A

1.0 V

0.34 A

0.35 A

0.345 A

Shown below is the IV graph of the above table for Constantin.

Now the results for the experiment involving the Filament Bulb are shown

The specifications for the filament bulb is that it is 6V and has a maximum current of 60 mA.

Voltage (V)

Increasing Current (mA)

Decreasing Current (mA)

Current Average (mA)

0.1 V

3.79 mA

3.88 mA

3.835 mA

0.2 V

6.95 mA

7.02 mA

6.985 mA

0.3 V

9.11 mA

9.11 mA

9.110 mA

0.4 V

10.53 mA

10.45 mA

10.490 mA

0.5 V

11.62 mA

11.67 mA

11.645 mA

0.6 V

12.79 mA

12.85 mA

12.820 mA

0.7 V

13.85 mA

13.9 mA

13.875 mA

0.8 V

14.98 mA

14.93 mA

14.955 mA

0.9 V

15.8 mA

16.76 mA

16.280 mA

1.0 V

16.94 mA

17.05 mA

16.955 mA

The graph is shown below

Thermistor

The thermistor was tested under the room temperature of 25oC. It had a resistance of 10. Below given is the table that was derived from the readings. These are its IV results

Voltage (V)

Increasing Current (mA)

Decreasing Current (mA)

Current Average (mA)

0.1 V

6.4 mA

7.1 mA

6.75 mA

0.2 V

13.8 mA

14.2 mA

14.00 mA

0.3 V

20.8 mA

21 mA

20.90 mA

0.4 V

27.4 mA

29.2 mA

28.30 mA

0.5 V

36.2 mA

37.2 mA

36.70 mA

0.6 V

40.4 mA

44.2 mA

42.30 mA

0.7 V

51.3 mA

53.7 mA

52.50 mA

0.8 V

59.4 mA

62.4 mA

60.90 mA

0.9 V

68.3 mA

71.7 mA

70.00 mA

1.0 V

77.9 mA

80.6 mA

79.25 mA

Below is the graph of these readings

Now we will see the heating and cooling effect of the thermistor. The voltage provided was 1.5 V

Heating Effect This is when the temperature is raising.

Temperature (oC)

Current (mA)

30oC

13.5 mA

35oC

15.1 mA

40oC

17.5 mA

45oC

19.9 mA

50oC

22.5 mA

55oC

25.6 mA

60oC

28.1 mA

65oC

32.2 mA

70oC

35.5 mA

Cooling Effect

Temperature (oC)

Current  (mA)

30oC

13.5 mA

35oC

15.1 mA

40oC

17.6 mA

45oC

19.2 mA

50oC

22 mA

55oC

24.2 mA

60oC

27.3 mA

65oC

30.1 mA

70oC

32.8 mA

Overall readings

The formula for the resistance will be V   x 100 because the current reading is in mA.

                                                              I

Temperature (oC)

Current Increasing (mA)

Current Decreasing (mA)

Current Average (mA)

Resistance (ohms)

30oC

13.5 mA

13.5 mA

13.50 mA

111.11 Ω

35oC

15.1 mA

15.1 mA

15.10 mA

99.34 Ω

40oC

17.5 mA

17.6 mA

17.55 mA

85.47 Ω

45oC

19.9 mA

19.2 mA

19.55 mA

76.73 Ω

50oC

22.5 mA

22 mA

22.25 mA

67.42 Ω

55oC

25.6 mA

24.2 mA

24.90 mA

60.24 Ω

60oC

28.1 mA

27.3 mA

27.70 mA

54.15 Ω

65oC

32.2 mA

30.1 mA

31.15 mA

48.15 Ω

70oC

35.5 mA

32.8 mA

34.15 mA

43.92 Ω

...read more.

This student written piece of work is one of many that can be found in our AS and A Level Electrical & Thermal Physics section.

Found what you're looking for?

  • Start learning 29% faster today
  • 150,000+ documents available
  • Just £6.99 a month

Not the one? Search for your essay title...
  • Join over 1.2 million students every month
  • Accelerate your learning by 29%
  • Unlimited access from just £6.99 per month

See related essaysSee related essays

Related AS and A Level Electrical & Thermal Physics essays

  1. Experiments with a thermistor

    * Transfer all the values in tabular form and plot a graph of voltage/V against temperature/oc. Table of Values & Graph Temperature/oC Voltage/V1 Voltage/V2 Average V/V 0 5.04 4.98 5.01 10 4.30 4.32 4.31 20 3.77 3.67 3.72 30 3.18 3.26 3.22 40 2.70 2.80 2.75 50 2.33 2.51 2.42

  2. Investigate the relationship between temperature and resistance in a thermistor.

    90.31 90.85 90.69 75 0.14 0.14 0.15 11.75 11.68 11.78 83.93 83.43 78.53 81.96 80 0.16 0.16 0.17 11.70 11.61 11.73 73.13 72.56 69.00 71.56 85 0.18 0.18 0.18 11.64 11.55 11.67 64.67 64.17 64.83 64.56 90 0.21 0.20 0.21 11.52 11.50 11.58 54.86 57.50 55.14 55.83 95 0.23 0.23

  1. Finding the Resistivity of a Wire

    o Random errors will have occurred due to human error in the experiement, most likely in the meaurements of the length and diameter of the wire. o The micrometer had a zero error of +0.01mm, but I adjusted my results for the diameter of the wire to take this into account.

  2. The effect of temperature on the resistance of a thermistor

    The gradient of my graph a is steep and decreases quickly in the first 30 degrees, but slows down and levels out from 30 degrees to 80 degrees. This is because the resistance of the thermistor decreases at a slower rate.

  1. A. Study of phase difference between voltage and current in series RC ...

    / Hz 560 820 Voltage (V) / mV 24 28 Disscusion: 1. From the result, it was found that decreasing in capacitance or inductance in a parallel LC circuit would both increase resonant frequency of the circuit. However, the amplitude of the voltage across the circuit would remain unchanged.

  2. Using an LDR to detect the intensity of plane polarised light allowed through a ...

    An oscilloscope would also meet this requirement of a high resistance, but will also make it significantly harder to read results. Resistor The other decision that I had to make about the circuit was the inclusion of the variable resistor (which I am using a resistance substitution box to replicate).

  1. Investigating the effect of 'length' on the resistance of a wire

    possibility of them having collisions with the metal ions is higher and so the greater the resistance. Based on the scientific knowledge I have just mentioned I predict that as the length of the material or wire increases its resistance will also increase, so if the length is doubled then the resistance will also be doubled.

  2. Investigate the current - voltage relationship for a resistor and filament lamp. To determine ...

    This continous movement of electrons, as atoms gain and lose one, is the current. What happened with the filament lamp is that as the p.d was increased, the filament got hot due to the increase in current. As the current increased the chance of free electrons bumping into atoms was increased and they did, causing vibrations.

  • Over 160,000 pieces
    of student written work
  • Annotated by
    experienced teachers
  • Ideas and feedback to
    improve your own work