This question explores the concept of "Residual Magnetism" in self-excited DC generators.
1. The Role of Excitation:
In a DC generator, the output voltage ($E_g$) is given by $E_g = \frac{\phi Z N}{60} \times \frac{P}{A}$. This shows that voltage is directly proportional to the magnetic flux ($\phi$) and speed ($N$).
2. No Excitation Scenario:
"No excitation" means there is no current flowing through the field windings to create a magnetic field. Theoretically, if the flux ($\phi$) were zero, the voltage output would be zero.
3. Residual Magnetism:
In practice, the iron core of the field poles retains a small amount of magnetism from previous operations, known as
residual magnetism. Even without field current, this tiny amount of flux exists.
4. Resulting Voltage:
As the armature rotates at rated speed ($N$) through this residual flux, it cuts the weak magnetic lines of force, inducing a very small EMF. This voltage is typically just
2 to 3 Volts. This small voltage is crucial because it provides the initial current to the field winding to begin the "voltage build-up" process.