Thanx for your clarifications, very much grateful.
Actually, while 'researching' this topic on my own, i created a mental picture in my mind about the behavior of a conductor/s which is assumed to possess 'zero' capacitance. I assumed a finite DC voltage source which is connected to two undefined conductors, seperated by an undefined distance and placed in a medium of 'zero' permittivity to facilitate 'zero' capacitance.
Now, no charge is acquired by either conductors, but they are at a finite voltage as dictated by the finite voltage source. Now I start shifting my assumptions from the 'ideal' to the 'real' world. Hence, now slowly but steadily, I assume the medium to possess finite permittivity and hence capacitance and eventually the conductors start acquiring +ve and -ve charges.....an electric field then gets established between the respective conductors of opposite polarity, giving rise to the conditions mentioned earlier.
I humbly request you to give your valuable comments on the same.
P.S. I'm still finding it difficult to visualize an ideal inductor with 'zero' reluctance in a similar manner though!
Actually, while 'researching' this topic on my own, i created a mental picture in my mind about the behavior of a conductor/s which is assumed to possess 'zero' capacitance. I assumed a finite DC voltage source which is connected to two undefined conductors, seperated by an undefined distance and placed in a medium of 'zero' permittivity to facilitate 'zero' capacitance.
Now, no charge is acquired by either conductors, but they are at a finite voltage as dictated by the finite voltage source. Now I start shifting my assumptions from the 'ideal' to the 'real' world. Hence, now slowly but steadily, I assume the medium to possess finite permittivity and hence capacitance and eventually the conductors start acquiring +ve and -ve charges.....an electric field then gets established between the respective conductors of opposite polarity, giving rise to the conditions mentioned earlier.
I humbly request you to give your valuable comments on the same.
P.S. I'm still finding it difficult to visualize an ideal inductor with 'zero' reluctance in a similar manner though!