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Electric field. How is one charge able to exert an electrical force on another charge even though the two charges are not in contact with each other?

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Presentation on theme: "Electric field. How is one charge able to exert an electrical force on another charge even though the two charges are not in contact with each other?"— Presentation transcript:

1 Electric field

2 How is one charge able to exert an electrical force on another charge even though the two charges are not in contact with each other?

3 What enables Earth to exert a gravitational force on the Moon even though they are not in contact with each other?

4 The Concept of a Field A field is defined as a property of space in which a material object experiences a force.. P Above earth, we say there is a gravitational field at P. Because a mass m experiences a downward force at that point. No force, no field; No field, no force! m F

5 Analogy The electric field is the field around an electrical charge just like a gravitational field is the field around a mass.

6

7 Field Near a Positive Charge E Electric Field + + + + + + + + Q. r The field E at a point exists whether there is a charge at that point or not. The direction of the field is away from the +Q charge. E Electric Field + + + + + + + + Q. r + +q+q - -q Force on +q is with field direction. Force on -q is against field direction. F F

8 Field Near a Negative Charge The field E in the vicinity of a negative charge –Q is toward the charge—the direction that a +q test charge would move. Force on +q is with field direction. Force on -q is against field direction. E Electric Field. r ++q+q F - - - - - - - - -Q E Electric Field. r - -q F - - - - - - - - -Q

9 The Magnitude of E-Field The magnitude of the electric field intensity at a point in space is defined as the force per unit charge (N/C) that would be experienced by any test charge placed at that point. Electric Field Intensity E The direction of E at a point is the same as the direction that a positive charge would move IF placed at that point.

10 E around a positive and a negative charge

11

12 Drawing the electric field

13 Electric field due to a point charge

14 Equations you have to remember


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