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Where does the energy of the electric field of the capacitor

Left to themselves, two of the same nameelectric charge do not want to have anything to do with each other. They fly away as fast as they can. Thus, if the particles are forced to move towards each other (and this happens, for example, with the accumulation of a charge), they resist this in every possible way, and to increase the concentration density of charges in the conductor, a certain energy must be expended.

The energy of the electric field of the capacitor

In a static state this energy is notis used and irretrievably lost. It is stored in the form of an electric field - a kind of tension in the space between the charged particles - until the charge concentration decreases and they again gain the ability to move freely.

In this case, the charges use the stored energy of the electric field to acquire acceleration in its path.

The capacitor is a component of an electrical circuit specially designed for storing an electric field.

The energy of the electric field of the capacitor is the basis for its use in numerous electrical and electronic devices.

Calculation of capacitor capacitance

Simple logic suggests that the capacitor,charged to a voltage V, to achieve a new state requires QV joules of energy, and this quantity is just the energy of the electric field of the capacitor, stored in it and ready for use.

Unfortunately, common sense here misfires. If you feel good after drinking a mug of beer, this does not mean that you will feel exactly twice as good after taking the second.

In fact, as the charges approach, they resist it more and more violently. Obviously, here we are dealing with a nonlinear process.

Let's see how the energy of the electric field of a capacitor is determined on the basis of a simple experiment.

It is known that the current is defined as the velocity, swhich moves the charge. Therefore, if the capacitor is connected to a stabilized current source, the charge Q will accumulate on the plates at a constant rate.

Suppose we take an uncharged capacitor and connect it to a power supply that provides a constant charging current I.

Condenser arrangement

The voltage on the capacitor starts from zero and increases linearly until the capacitor is fully charged. After that, it stops. We call this value the maximum voltage V.

The average voltage across the capacitor in the processThe charge is (V / 2), and the average power, respectively, is I (V / 2). The capacitor was charged in a time T seconds, so that the energy of the electric field of the capacitor, stored in the process of charging, is equal to TI (V / 2).

W = 1 / 2QV = 1 / 2CV

Despite the existence of a huge number of standard sizes, the construction of a capacitor does not differ in a special variety.

Most of them consist of two parallelplates separated by a dielectric. Sometimes, to save space, this sandwich is rolled into a tube like a roll. And in some cases they have several layers, in a certain way connected with each other.

Calculation of the capacitance of a capacitor consisting of twometal plates, with known physical dimensions is usually not difficult, as well as the calculation of the resulting capacitance in the series or parallel connection of capacitors.

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