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The Law of Conservation of Charge Simplified Revision Notes

Revision notes with simplified explanations to understand The Law of Conservation of Charge quickly and effectively.

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The Law of Conservation of Charge

1. Key Principle

  • Charge cannot be created or destroyed, only transferred from one object to another.
  • The total charge in an isolated system remains constant.

2. Charge Transfer Between Objects

a) When Two Charged Spheres Touch

  • Electrons move from the sphere with more electrons to the one with fewer electrons.
  • The total charge is shared between both spheres.

b) Formula for Final Charge on Each Sphere

Qtotal=QA+QBQ_{\text{total}} = Q_A + Q_B

Qfinal=Qtotal2Q_{\text{final}} = \frac{Q_{\text{total}}}{2}

where:

  • QAQ_A and QBQ_B are the initial charges.
  • QfinalQ_{\text{final}} is the charge on each sphere after contact.

c) Number of Electrons Transferred

No. of electrons=ΔQe\text{No. of electrons} = \frac{\Delta Q}{e}

where:

  • e=:highlight[1.6×1019]e = :highlight[1.6 × 10^{-19}] CC (charge of one electron).
infoNote

3. Worked Example

Given:

  • Sphere A: +5 C
  • Sphere B: 7 C
  • Spheres are brought into contact and separated.

Solution:

  1. Opposite charges attract, so electrons move from B to A.

  2. Total charge: Qtotal=(+5)+(7)=:highlight[2C]Q_{\text{total}} = (+5) + (-7) = :highlight[-2 C]

  3. Final charge on each sphere: Qfinal=22=:highlight[1C]Q_{\text{final}} = \frac{-2}{2} = :highlight[-1 C]

  4. Charge transferred: ΔQ=1(+5)=:highlight[6C]\Delta Q = -1 - (+5) = :highlight[-6 C]

  5. Number of electrons transferred: 61.6×1019=:highlight[3.75×1019] electrons\frac{6}{1.6 \times 10^{-19}} = :highlight[3.75 × 10^{19}] \text{ electrons}

4. Key Takeaways

Total charge before and after contact remains the same.

Electrons move from higher to lower electron concentration.

Final charge on each object is the average of initial charges.

Exam Tip

💡 Use the correct signs for charges when solving problems!

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