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Electro-Magnetism © David Hoult 2009. Magnetic Field Shapes © David Hoult 2009.

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Presentation on theme: "Electro-Magnetism © David Hoult 2009. Magnetic Field Shapes © David Hoult 2009."— Presentation transcript:

1 Electro-Magnetism © David Hoult 2009

2 Magnetic Field Shapes © David Hoult 2009

3 Magnetic fields are represented by lines called lines of magnetic force or lines of magnetic flux © David Hoult 2009

4 Magnetic fields are represented by lines called lines of magnetic force or lines of magnetic flux These lines show the direction of the force which would act on a free north magnetic pole placed in the field © David Hoult 2009

5 Magnetic fields are represented by lines called lines of magnetic force or lines of magnetic flux These lines show the direction of the force which would act on a free north magnetic pole placed in the field However, since free north magnetic poles don’t exist... think of the lines as showing which way a very small compass would point if placed in the field © David Hoult 2009

6 Magnetic fields are represented by lines called lines of magnetic force or lines of magnetic flux These lines show the direction of the force which would act on a free north magnetic pole placed in the field However, since free north magnetic poles don’t exist... think of the lines as showing which way a very small compass would point if placed n the field The “density” of lines on a diagram indicates the strength of the magnetic field © David Hoult 2009

7 Field due to a straight current-carrying conductor © David Hoult 2009

8 Field due to a straight current-carrying conductor © David Hoult 2009

9 It is found that a compass always points perpendicular to the conductor so we conclude that the lines form circles (or cylinders) round the conductor © David Hoult 2009

10 To remember the sense of the magnetic field, think about © David Hoult 2009

11 To remember the sense of the magnetic field, think about opening a bottle of wine. © David Hoult 2009

12 To remember the sense of the magnetic field, think about opening a bottle of wine. © David Hoult 2009

13 To remember the sense of the magnetic field, think about opening a bottle of wine. demo... © David Hoult 2009

14 To remember the sense of the magnetic field, think about opening a bottle of wine. © David Hoult 2009

15 Field due to a short current-carrying coil of wire © David Hoult 2009

16 Field due to a short current-carrying coil of wire © David Hoult 2009

17 Field due to a short current-carrying coil of wire © David Hoult 2009

18 Field due to a long current-carrying coil of wire (also called a solenoid) © David Hoult 2009

19 Field due to a long current-carrying coil of wire (also called a solenoid) © David Hoult 2009

20 Field due to a long current-carrying coil of wire (also called a solenoid) © David Hoult 2009

21 This field is similar to that of a bar magnet © David Hoult 2009

22 This field is similar to that of a bar magnet © David Hoult 2009

23 This field is similar to that of a bar magnet © David Hoult 2009

24 This field is similar to that of a bar magnet © David Hoult 2009

25 This field is similar to that of a bar magnet © David Hoult 2009

26 Current into plane of diagram © David Hoult 2009

27 Current into plane of diagram Current out of plane of diagram © David Hoult 2009

28 Fields due to two parallel current-carrying conductors © David Hoult 2009

29 Fields due to two parallel current-carrying conductors Currents flowing in the same sense © David Hoult 2009

30 Fields due to two parallel current-carrying conductors Currents flowing in the same sense © David Hoult 2009

31 Fields due to two parallel current-carrying conductors Currents flowing in the same sense © David Hoult 2009

32 Fields due to two parallel current-carrying conductors Currents flowing in the same sense © David Hoult 2009

33 Fields due to two parallel current-carrying conductors Currents flowing in the same sense © David Hoult 2009

34 Fields due to two parallel current-carrying conductors Currents flowing in the same sense The two conductors attract each other © David Hoult 2009

35 Currents flowing in opposite sense © David Hoult 2009

36 Close to the conductors the field is very nearly circular © David Hoult 2009

37

38 The field is similar in shape to the field of a © David Hoult 2009

39 The field is similar in shape to the field of a short coil © David Hoult 2009

40 The field is similar in shape to the field of a short coil The two conductors repel each other © David Hoult 2009


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