Yes, an inductor allows DC to pass through it.
An inductor resists a change in current, proportional to inductance and voltage. At equilibirum, an ideal inductor has zero impedance.
The differential equation for an inductor is di/dt = v / l
Chat with our AI personalities
Yes, DC does indeed pass through an inductor. To a DC source, an inductor is like a straight peice of wire. Inductors store energy in their magnetic field. A change in the current flow through them causes a partial current opposite the direction of the source current.
Yes,you can use dc supply in an inductor.when you give a dc supply to an inductor or a coil,then ultimately you are creating a field,but remember one thing while giving the supply,the current supplied to the inductor should be less in order to avoid burn out of the coil.when you are giving a dc supply the resistance only comes into effect not the reactance.
In case of AC,the inductor behaves in a different manner,when you give an ac supply,which is not constant in magnitude,the inductor will always oppose the change in magnitude and ultimately will induce an emf according to lenz's law.if a complete path is provided for the circuit then the emf induced will make the current to flow.
It does work on d.c., but it really depends on what you want it to do!
All transformers are designed to work on AC. They do not work on DC.If you connect an inductor to DC, the current will increase until the capacity of the source or the conductance (1/resistance) capacity of the inductor and conductors is reached. Often, this condition will overheat and destroy the inductor, or destroy the source. A transformer is not an exception, as it is a form of inductor.
To answer these questions I will tell you which devices or equipments are inductive.These include:TransformersHair clipers,hair blowers,motorsYou hopefully know what those devices or equipments are used for,hence why we use inductors.
Yes, it possible to heat a coil using dc power supply. An inductor resists a change in current, proportional to voltage and inversely proportional to inductance. The equation of an inductor is di/dt = v/L An ideal inductor, if connected to an ideal DC supply, with ideal conductors, would ramp up current in a linear fashion without limit, eventually reaching infinity amperes after infinite time. Since no inductor is ideal, nor is any DC supply, nor is any conductor, the current would reach a maximum based on the capacity of the DC supply and the DC resistance of the inductor and conductors. Since the DC resistance of the inductor is also not zero, this means, by Ohm's law, that the inductor must dissipate some power. That will cause the inductor to heat up.
An inductor looks like a piece of wire to DC. It will thus look like a resistor, and inductor properties do not apply.