The right-hand rule fixes the orientation of a cross product and relates the circulation direction of an electric current to the direction of its magnetic field.
Ancestors (4)
Incoming links (90)
- Angular momentum
- Areal velocity
- Biot-Savart law
- Circulation (physics)
- Coriolis force
- Curl
- Faraday's law of induction
- Gyroscope vector geometry
- Induced current in a tilted resistive loop
- Lenz's law
- Long-solenoid approximation
- Magnetic dipole moment
- Magnetic field
- Magnetic field at the center of a hairpin wire
- Magnetic field of a finite straight wire
- Magnetic flux linkage
- Magnetomechanical angular momentum balance
- Noncommuting rotations about fixed axes
- On-axis magnetic field of a circular current loop
- Ørsted's experiment
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- Solenoid
- Stokes theorem
- Torque
- Uniformly magnetized cylinder
- Vorticity
- Vorticity of a linear shear flow
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The right-hand rule is a mnemonic used in physics and mathematics to determine the direction of certain vector quantities in three-dimensional space. There are different applications of the right-hand rule depending on the context, but they generally involve using the fingers of the right hand to establish a direction based on a defined set of vectors.