A radial electric field refers to an electric field oriented radially outward or inward from a central point or line. In the context of physics or engineering, it is often used to describe the electric field configuration in certain systems or devices, such as electric motors or charged particles moving along a radial path.
A radial magnetic field is often used in applications where the magnetic field needs to be concentrated in a particular area, such as in electric motors or generators. By having a radial magnetic field, the magnetic flux can be directed efficiently through the device and produce the desired output. Additionally, a radial magnetic field can minimize energy losses and improve the overall performance of the device.
The expression for the electric field in cylindrical coordinates is given by E (Er, E, Ez), where Er is the radial component, E is the azimuthal component, and Ez is the vertical component of the electric field.
The electric field inside an insulating cylinder is uniform and radial, meaning it points outward from the center of the cylinder in all directions.
The field lines for a positive charge are radial lines extending outward in all directions from the charge. The field lines indicate the direction of the electric field, pointing away from the positive charge. The field lines are more concentrated closer to the charge and spread out further away.
The magnetic field in a moving coil galvanometer is made radial by surrounding the coil with a cylindrical magnetic core. When current flows through the coil, it creates a magnetic field perpendicular to the coil. This magnetic field interacts with the radial magnetic field of the core, causing a torque on the coil that deflects the pointer.
The electric field pattern is radial.
A radial magnetic field is often used in applications where the magnetic field needs to be concentrated in a particular area, such as in electric motors or generators. By having a radial magnetic field, the magnetic flux can be directed efficiently through the device and produce the desired output. Additionally, a radial magnetic field can minimize energy losses and improve the overall performance of the device.
The expression for the electric field in cylindrical coordinates is given by E (Er, E, Ez), where Er is the radial component, E is the azimuthal component, and Ez is the vertical component of the electric field.
The electric field inside an insulating cylinder is uniform and radial, meaning it points outward from the center of the cylinder in all directions.
The airplane departed the field on a 270 degree radial.
The field lines for a positive charge are radial lines extending outward in all directions from the charge. The field lines indicate the direction of the electric field, pointing away from the positive charge. The field lines are more concentrated closer to the charge and spread out further away.
The magnetic field in a moving coil galvanometer is made radial by surrounding the coil with a cylindrical magnetic core. When current flows through the coil, it creates a magnetic field perpendicular to the coil. This magnetic field interacts with the radial magnetic field of the core, causing a torque on the coil that deflects the pointer.
The net electric field inside a dielectric decreases due to polarization. The external electric field polarizes the dielectric and an electric field is produced due to this polarization. This internal electric field will be opposite to the external electric field and therefore the net electric field inside the dielectric will be less.
for apex its: a quantum field, a gravitational field
The electric field equation describes the strength and direction of the electric field at a point in space. Voltage, on the other hand, is a measure of the electric potential difference between two points in an electric field. The relationship between the electric field equation and voltage is that the electric field is related to the gradient of the voltage. In other words, the electric field is the negative gradient of the voltage.
It's the electric field.
No, voltage is not the derivative of electric field. Voltage is a measure of electric potential difference, while electric field is a measure of the force experienced by a charged particle in an electric field.