Boyle's Law (PAG 8)
Verify that pressure and volume of a fixed mass of gas at constant temperature are inversely proportional.
Apparatus
- Boyle's Law apparatus with sealed air column and Bourdon pressure gauge
- Ruler (to measure column length)
- Thermometer
- Pump
Safety
- Do not exceed rated maximum pressure.
- Ensure all seals are intact before pressurising.
Method
- Set a range of pressures using the pump. At each pressure allow thermal equilibrium, then record p and column length L.
- Take readings on increasing and decreasing pressure.
- Plot p vs $1/L$: straight line through origin confirms $pV = $ constant.
- Calculate pL for each reading; values should be approximately constant.
Key Variables
Independent
Pressure p
Dependent
Volume V (proportional to L)
Controlled
Temperature; Sealed gas mass
Analysis and Results
- $pV = $ constant. Plot p vs $1/V$: straight line through origin.
- Any deviation at high pressure indicates non-ideal gas behaviour.
- Temperature must be constant throughout.
Common Errors
- Not waiting for thermal equilibrium after pressure change.
- Plotting p vs V rather than p vs $1/V$.
- Gas leaking from the sealed column.
Exam-style questions on this practical. Click Show mark scheme to reveal the answer after attempting each question.
Q13 marks
A student records the following values: $p = 1.5 \times 10^5$ Pa, $V = 40$ cm$^3$. They then compress to $V = 25$ cm$^3$ at constant temperature. Calculate the new pressure.
Q22 marks
Why must the temperature be kept constant for Boyle's Law to apply?