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Motors Lecture 11.4. Hans Christian Oersted (1777 – 1851) Ref:

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Presentation on theme: "Motors Lecture 11.4. Hans Christian Oersted (1777 – 1851) Ref:"— Presentation transcript:

1 Motors Lecture 11.4

2 Hans Christian Oersted (1777 – 1851) Ref: http://chem.ch.huji.ac.il/~eugeniik/history/oersted.htmhttp://chem.ch.huji.ac.il/~eugeniik/history/oersted.htm 1822 In 1820 he showed that a current produces a magnetic field. X

3 André-Marie Ampère (1775 – 1836) French mathematics professor who only a week after learning of Oersted’s discoveries in Sept. 1820 demonstrated that parallel wires carrying currents attract and repel each other. attract repel A moving charge of 1 coulomb per second is a current of 1 ampere (amp).

4 What do Maxwell’s Eqs. Predict? B = magnetic flux density (magnetic induction)  magnetic permeability B Magnetic field lines must be closed loops Force on moving charge q Lorentz force

5 Vector Multiplication Scalar (Dot) Product  A B Vector (Cross) Product  A B Direction of C given by "Right- hand rule" (into the screen)

6 Force on current in a magnetic field Force on moving charge q -- Lorentz force Current density, j, is the amount of charge passing per unit area per unit time. N = number of charges, q, per unit volume moving with mean velocity, v. j Force per unit length on a wire is

7 Rotating Machine B i i X Force in Force out + -

8 Rotating Machine B i i X Force in Force out + -

9 Rotating Machine B i i X Force in Force out + - brushes commutator

10 What do Maxwell’s Eqs. Predict? Corresponds to Faraday’s law of electromagnetic induction A changing magnetic flux B density induces a curl of E

11 B i i X Force in Force out + -  X r B l a b Back emf

12 B i i X Force in Force out + - a b Back emf

13 B i i X Force in Force out + - brushes commutator

14 Armature with four coil loops X X X X N S

15 Motor Circuit Power and Torque

16 Armature Current, Speed, Power and Torque

17 FF-130 Series Motors

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22 Maximum Power

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24 Generator Circuit


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