Combining Electric and Magnetic Forces: Difference between revisions

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:::• Particle(2) feels force pointing radially inward toward Particle(1)
:::• Particle(2) feels force pointing radially inward toward Particle(1)
::o A (-) charged Particle(1) is acting on a (+) charged particle(2)
::o A (-) charged Particle(1) is acting on a (+) charged particle(2)
:::• Particle(2) feels force pointing radially inward twoard Particle(1)
:::• Particle(2) feels force pointing radially inward toward Particle(1)
::o A (+) charged Particle(1) is acting on a (+) charged particle(2)
::o A (+) charged Particle(1) is acting on a (+) charged particle(2)
:::• Particle(2) feels force pointing radially outward from Particle(1)
:::• Particle(2) feels force pointing radially outward from Particle(1)
Magnetic Forces:
:•  The magnetic force on a charged particle is orthogonal to the magnetic field.
:•  The particle must be moving with some velocity for a magnetic force to be present.
:•  To find the magnetic force, you can use the right hand rule as follows:
:::1) Thumb in direction of the velocity
:::2)Fingers in the direction of the magnetic field
:::3) Your palm will face in the direction of the Magnetic Force
Magnetic and Electric Forces together:

Revision as of 21:51, 4 December 2015

Claimed by Alana Kaplan

When a charged particle is moving through a space with present electric and magnetic forces, if the forces are not balanced, the particles trajectory will change. It is important to remember that though the forces, observably, interact with a particle in different patterns, their effects can be quantitatively be compared.

We will first go over the qualitative differences of the two forces:

Electric Forces:

• A particle being acted upon by an electric force will move in a straight line, in the path, or negative path depending on charge, of the the electric field line.
• Electric fields point in a direction radially outward/ inward of a charged particle. There are four possible scenarios for the interaction of 2 charged particles:
o A (-) charged Particle(1) is acting on a (-) charged particle(2)
• Particle(2) feels force pointing radially outward from Particle(1)
o A (+) charged Particle(1) is acting on a (-) charged particle(2)
• Particle(2) feels force pointing radially inward toward Particle(1)
o A (-) charged Particle(1) is acting on a (+) charged particle(2)
• Particle(2) feels force pointing radially inward toward Particle(1)
o A (+) charged Particle(1) is acting on a (+) charged particle(2)
• Particle(2) feels force pointing radially outward from Particle(1)


Magnetic Forces:

• The magnetic force on a charged particle is orthogonal to the magnetic field.
• The particle must be moving with some velocity for a magnetic force to be present.
• To find the magnetic force, you can use the right hand rule as follows:
1) Thumb in direction of the velocity
2)Fingers in the direction of the magnetic field
3) Your palm will face in the direction of the Magnetic Force

Magnetic and Electric Forces together: