Electrostatics and Electromagnetism Flashcards

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1
Q

Electrostatics and Charge

A

Electrostatics: the study of charged particles in motion or at rest
Charge: an electrical property of a particle that creates attractive or repulsive forces; charge is either positive or negative- like repels like and opposite charges attract.

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2
Q

Coulomb and Fundamental Charge

A
Coulomb: the SI unit of charge
Fundamental charge (e): the smallest amount of charge a particle can carry, equivalent to the charge of an electron; this is 1.6 x 10^-19 coulombs
A proton carries an equivalent positive charge as an electron's negative charge, therefore, a molecule with an equal number of protons and electrons is electrically neutral.
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3
Q

Conductor and Insulator

A

Conductor: a material able to carry a charge b/c there are electrons that can be moved when an electrical potential is applied across point in the material. Metals are great conductors.
Insulator: the opposite of a conductor and resists the movement of charge b/c electrons are tightly bound, unlike the “cloud” of electrons surrounding most metals; common examples are glass, rubber, or ceramic.

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4
Q

Coulomb’s Law

A

Describe the forces between charged particles, called electrostatic force. This force is proportional to the strength of the two charges (q1 and q2), Coulomb’s constant (k=9x10^9 Nm^2/C^2), and inversely proportional to the square of the distance between the two charges.

Electrostatic force = k q1 q2 /r

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5
Q

Electric Field

A

exerts an electrostatic force on any charge within the field. An electric field is created by a point charge, and is strongest near the charge and weakens as the distance from the charge grows.

The strength of an electric field (E) is defined as the force that a test charge would feel at a given distance from the source of the field; this is simply calculated as E=kQ/r^2 where Q is the charge of the source of the electric field and r is the distance from the source

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6
Q

Electric Field Lines and Equipotential Lines

A

Electric field likes: represent the direction in which a positive charge would move within an electric field

Equipotential lines: concentric circles representing equivalent electric field strength around a charge source.

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7
Q

Electric Potential and Potential Energy

A

Electric potential (V): the amount of potential energy per unit charge within an electric field at a specified distance from the source of the charge: V=kQ/r. the potential is always the same at a given radius r.

Electric potential energy (EPE): defined as the amount of work required to bring a charged particle (q) from infinity to a certain point within an electric field and is calculated using the electric potential at that point: EPE = qV.

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8
Q

Potential Difference and Work of Electric Fields

A

Potential difference: the calculated change in electric potential (delta V) in moving a charge from one point to another within an electric field

Work done by an electric field is simply the change in potential energy in moving a charge within an electric field, calculated as the charge multiplied by the change in the electrical potential (V)

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9
Q

Current, Amperes, and Power

A

Current (I): the flow of charge moving across a potential difference; electrons are said to move from high (+) to low (-) potential in a circuit or electric system

Amperes are the SI unit of current
Current is defined as the amount of charge (q) moving through a conductor per unit of time (t): I = q/t
Power is work multiplied by time; in circuits it is the heat dissipated by a resistor or consumed by another device producing an electromotive force; P=IR^2 = IV

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10
Q

Electric Dipole and Dipole Moment

A

Electric dipole: results from the separation of a positive and negative charge by a short distance

Dipole moment (p): a vector expression of the strength and polarity (direction) of an electric dipole in terms of the product of the charges and the distance separating the charges (r): p = qr

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11
Q

Electric Flux and Permittivity

A

Electric flux: the electric field (E) multiplied by the area through which that field passes

Permittivity: a coefficient that describes how a material affects an electric field that passes through that material
Permittivity of free space = 8.85 x 10^-12 F/m

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12
Q

Gauss’s Law

A

The electric flux through a closed surface is equal to the charge enclosed (Q) by the surface divided by the permittivity of the material

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13
Q

Electromagnetic Induction and Electromotive Force

A

Electromagnetic induction: when a conductor is moved through a magnetic field, and electromotive force (EMF) is produced

The EMF created causes the movement of charge; the movement of charge is current.
Therefore, moving a wire (conductor) through a magnetic field induces a current in the wire

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14
Q

Magnetic Field and Magnetic Force

A

Magnetic field (B): a field that is created by moving charges or fixed magnets that can exert force on other charges or fixed magnets

Magnetic force: exerted perpendicular to a charge (q) moving with velocity (v) in a magnetic field (B)
Magnetic force = q v B sin (@)

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15
Q

Right-Hand Rule

A

Right-hand rule: describes the direction of the magnetic force vector that a moving charge experiences within a magnetic field (B) using the right hand and three orthogonal (mutually perpendicular) vectors:

Thumb points in direction of moving charge
Fingers point in direction of magnetic field
Palm faces in direction of magnetic force

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16
Q

Induced Magnetic Field

A

Moving electric charge (current) in conductor (wire) create a magnetic field around the conductor; the magnetic field is formed in a circular distribution around the wire using another right-hand rule

Thumb points in the direction of current, fingers wrap around the wire in the direction of magnetic field

17
Q

Direction vs. Alternating Current

A

Direct current: the traditional view of flowing charges in one direction that is created when electrons are placed between a potential difference and flow from high-to-low potential

Alternating current: an alternating bidirectional flow of charge, in which electrons flow forward for a short period and then reverse directions

Since the average voltage in an AC circuit is zero (average sine function); we use root mean square (RMS) to define the voltage
Vrms = Vmax / square root 2