shunt field winding are made with many turn of small wire.
To calculate voltage per winding in a transformer, you can use the formula ( V_{winding} = \frac{V_{primary}}{N_{primary}} \times N_{winding} ), where ( V_{primary} ) is the primary voltage, ( N_{primary} ) is the number of turns in the primary winding, and ( N_{winding} ) is the number of turns in the winding of interest. Alternatively, for transformers, the voltage ratio can be determined by the turns ratio: ( \frac{V_{secondary}}{V_{primary}} = \frac{N_{secondary}}{N_{primary}} ). This allows you to find the voltage across any winding based on the primary voltage and the turns ratio.
The 'input' side of a transformer is called its 'primary' side, whereas the 'output' side is termed its 'secondary' side. The ratio of its secondary to primary voltage is equal to the ratio of the number of turns in the secondary windings to the number of turns in the primary winding. So if, for example, a transformer's secondary winding has twice as many turns as its primary winding, then the secondary winding will produce twice the voltage applied to the primary winding.
Yes, although the question is poorly formed. The ratio of the voltage in the primary winding to the voltage in the secondary winding is the same as the ratio of the number of turns in the primary winding to the number of turns in the secondary winding. For example, if the primary had 1200 turns with the secondary having 120 turns, and the primary voltage was 50 volts, then the secondary would be 5 volts. This is a ratio of 10:1.
In a typical electric motor, the starting winding generally has more turns than the running winding. This is because the starting winding needs to create a higher magnetic field to initiate the motor's rotation, while the running winding operates more efficiently with fewer turns once the motor is up to speed. However, the exact configuration can vary based on the design of the motor.
primary winding and secondary winding how this turn.
Transformer ratio, more correctly turns ratio, is the number of turns in the primary winding divided by the number of turns in the secondary winding.
To calculate voltage per winding in a transformer, you can use the formula ( V_{winding} = \frac{V_{primary}}{N_{primary}} \times N_{winding} ), where ( V_{primary} ) is the primary voltage, ( N_{primary} ) is the number of turns in the primary winding, and ( N_{winding} ) is the number of turns in the winding of interest. Alternatively, for transformers, the voltage ratio can be determined by the turns ratio: ( \frac{V_{secondary}}{V_{primary}} = \frac{N_{secondary}}{N_{primary}} ). This allows you to find the voltage across any winding based on the primary voltage and the turns ratio.
The 'input' side of a transformer is called its 'primary' side, whereas the 'output' side is termed its 'secondary' side. The ratio of its secondary to primary voltage is equal to the ratio of the number of turns in the secondary windings to the number of turns in the primary winding. So if, for example, a transformer's secondary winding has twice as many turns as its primary winding, then the secondary winding will produce twice the voltage applied to the primary winding.
Yes, although the question is poorly formed. The ratio of the voltage in the primary winding to the voltage in the secondary winding is the same as the ratio of the number of turns in the primary winding to the number of turns in the secondary winding. For example, if the primary had 1200 turns with the secondary having 120 turns, and the primary voltage was 50 volts, then the secondary would be 5 volts. This is a ratio of 10:1.
-- diameter of the current-carrying winding around it -- number of turns of wire in the winding -- magnitude of the current in the winding -- material comprising the core of the magnet
Advantage: Wave winding provides a higher voltage output compared to lap winding with the same number of turns in the armature. This winding type also allows for better cooling due to the interleaved nature of the winding. Disadvantage: Wave winding is more complex to construct and repair compared to lap winding. It also requires more insulation material between the turns, which can increase the overall size of the winding.
In a typical electric motor, the starting winding generally has more turns than the running winding. This is because the starting winding needs to create a higher magnetic field to initiate the motor's rotation, while the running winding operates more efficiently with fewer turns once the motor is up to speed. However, the exact configuration can vary based on the design of the motor.
primary winding and secondary winding how this turn.
Number of turns in the secondary winding define the voltage. Change the number of turn to change the voltage.
Starting winding has more resistance and less induction than main winding, this means has smaller diameter and less turns.
Unfortunately, it is not practical to find the number of turns in a transformer's windings. However, what matters is its turns ratio. This can be done by applying a low AC voltage to the higher-voltage* winding, and measuring the resulting voltage appearing across the lower-voltage winding. The turns ratio will be approximately the same as the voltage ratio.(*NOT THE OTHER WAY AROUND! Or you may up with a dangerously-high voltage induced into the higher-voltage winding!)
K is the ratio of the number of secondary winding turns of wire around the transformer core verses the number of turns on the primary.