• Capacitors are electrical devices used to store energy in electronic circuits, commonly for a backup release of energy if the power fails
• Capacitors do this by storing electric?charge, which creates a build up of electric?potential?energy
• They are made in the form of two conductive?metal?plates?connected to a voltage supply (parallel plate capacitor)
  • There is commonly a?dielectric?in between the plates, to ensure charge does not flow across them

   

• The capacitor circuit symbol is:

The capacitor circuit symbol is two parallel lines

• Capacitors are marked with a value of their?capacitance
• Capacitance is defined as:

The charge stored per unit potential difference (between the plates)

• The greater the?capacitance, the greater the?charge stored?in the capacitor

• The capacitance of a capacitor is defined by the equation:

• Where:
  • C?= capacitance (F)
  • Q?= charge stored (C)
  • V?=?potential difference?across the capacitor plates (V)

   

A capacitor used in small circuits

• Capacitance is measured in the unit?Farad (F)
  • In practice, 1 F is a very large unit
  • Often it will be quoted in the order of micro Farads (μF), nanofarads (nF) or picofarads (pF)

   

• If the capacitor is made of parallel plates,?Q?is the charge on the plates and?V?is the potential difference across the capacitor
  • The charge?Q?is?not?the charge of the capacitor itself, it is the charge stored?on?the plates

   

• This capacitance equation shows that an object’s capacitance is the?ratio of the charge stored by the capacitor to the potential difference between the plates

Step 1: Write down the known quantities

• • Capacitance,?C?= 1 nF = 1 × 10-9?F
  • Potential difference,?V?= 0.3 kV = 0.3 × 103?V

   

Step 2: Write out the equation for capacitance

Step 3: Rearrange for charge?Q

Q?=?CV

Step 4:?Substitute in values

Q?= (1 × 10-9) × (0.3 × 103) = 3 × 10-7?C = 300 nC