Question

Calculate the capacitance between two parallel plates of area s and separation of d

Answer 1

What do you mean I don’t understand

Answer 2

The capacitance between two parallel plates of area s and separation of d is;

$\rm Capacitance = \varepsilon _0\dfrac{s}{d}$

What is capacitance?

Capacitance is the limitation of the body to store the electric charge. Every capacitor has its capacitance.

The typical parallel-plate capacitor consists of two metallic plates of area s, separated by the distance d.

The capacitance between two parallel plates of area s and separation of d is given by the following formula;

$\rm Capacitance = \varepsilon _0\dfrac{s}{d}$

The capacitance of a parallel plate capacitor depends on the area of the plates s and their separation d.

According to Gauss's law, the electric field between the two plates is: Since the capacitance is defined by one can see that capacitance is: Thus you get the most capacitance when the plates are large and close together.

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