Electric Fields and Potential Chapter 33. Electric Fields Electric Field – a force field that fills the space around every electric charge or group of.

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Presentation transcript:

Electric Fields and Potential Chapter 33

Electric Fields Electric Field – a force field that fills the space around every electric charge or group of charges. Measured in force per charge (N/C) An electrical force holds an electron in orbit about a proton, just as a gravitational force holds a satellite in orbit about a planet An electric field has both magnitude and direction Its magnitude (strength) can be measured by its effects on charges located in the field If the charge that sets up the field is positive, the field points away from that charge If the charge that sets up the field is negative, the field points toward that charge

Electric Field Lines Since an electric field has both magnitude and direction, it is a vector quantity and can be represented by vectors The vectors always point in the direction of the force that would act on a positive test charge The magnitude of the field is indicated by the length of the vectors A useful way of describing an electric field is with electric field lines (or lines of force); where the lines are farther apart, the field is weaker

Electric Shielding The absence of electric field within a conductor holding static charge comes about because free electrons within the conductor can “settle down” and stop moving only when the electric field is zero The charges arrange themselves to ensure a zero field within the material So, to shield yourself from electric fields, surround yourself with a conducting surface; the free charges in the conducting surface will arrange themselves in a way such that the field will cancel out

Electric Fields and Conductors

Electric Potential Energy Remember that an object has potential energy by virtue of its location within a force field (say a gravitational field) A charged object can have potential energy by virtue of its location in an electric field Work is required to push a charged particle against the electric field of a charged body The electric potential energy of a charged particle is increased when work is done to push it against the electric field of something else that is charged The work is equal the energy gained by a charge Electrical Potential Energy – the energy a charge has due to its location in an electric field

Electric Potential Electric Potential – the electrical potential energy per coulomb (J/C) at a location in an electric field; measured in volts and often called voltage Electric potential = electrical potential energy/charge We can speak about the voltages at different locations in an electric field whether or not any charges occupy those locations A high voltage requires great energy only if a great amount of charge is involved

Electric Potential

Electrical Energy Storage Capacitor – a device used to store charge in a circuit The simplest capacitor is a pair of conducting plates separated by a small distance, but not touching each other When the plates are connected to a charging device, charge is transferred from one plate to the other The charging process is complete when the potential difference between the plates equals the potential difference between the battery terminals—the battery voltage A charged capacitor is discharged when a conducting path is provided between the plates The energy stored in a capacitor comes from the work required to charge it (in the form of an electric field between the plates)

Capacitor

The Van de Graff Generator A common laboratory device for building up high voltages is the Van de Graff generator It is the lightning machine you often see in movies for mad scientists A sphere with a radius of 1 m can be raised to a potential of 3 million volts before electric discharge occurs through the air The voltage can be further increased by increasing the radius of the sphere or by placing the entire system in a container filled with high-pressure gas These devices accelerate charged particles used as projectiles for penetrating the nuclei of atoms

Van de Graff Generator

Assignment (Due 4/1/08) Read Chapter 33 (pg ) Do #21-32 (pg. 530) Appendix F, Ch. 33 #1-15 (pg )