The area of plates (A)
A is directly proportional to the charge Q; the larger the plate area, the more electric charges can be stored.
The distance between the two plates (d)
The shorter the distance between two plates, the stronger the produced electric field which will increase the ability to store charges. Therefore, the distance (d) between the two plates is inversely proportional to the capacitance (C).
The dielectric constant (k)
Different insulating materials (dielectrics) will have a different impact on the capacitance. The dielectric constant (k) is directly proportional to the capacitance (C). The factors affecting the capacitance of a capacitor are illustrated in the figure:
Dielectric constants for some commonly used capacitor materials are listed in Table:
Determine the capacitance if the area of plates for a capacitor is 0.004 m², the distance between the plates is 0.006 m and the dielectric for this capacitor is mica.