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How to determine the acceleration due to gravity (g) using a simple pendulum experiment and record measurements for d and h?
Physics
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Step-by-step solution
6 stepsHere's a detailed guide to carrying out the experiment, following the instructions provided:
Setup and Initial Measurements
- i) Fix the drawing paper vertically on the drawing board using two clamps.
- ii) Suspend the pendulum bob so it hangs freely in front of the drawing paper.
- iii) Draw a line RP representing the rest position of the pendulum string. Mark point P at the center of the pendulum bob at rest.
- iv) Displace the pendulum bob to one side in a plane parallel to the drawing board.
- v) Mark the new position P' of the center of the bob.
- vi) Measure and record the perpendicular distance, , of P' from the line RP.
- vii) Evaluate and record .
- viii) Measure and record the vertical height, , of P' above P.
Calculate G
- ix) Evaluate G using the formula:
Repeat and Tabulate
- x) Repeat the procedure in Step 1 and Step 2 for four other positions of P', obtaining different values for and .
- xi) Tabulate your readings in a table similar to this:
S/N (cm) (cm) (cm) (cm) 1 2 3 4 5 Determine Period T
- xii) Remove the drawing board so that the pendulum bob can swing freely.
- xiii) Set the pendulum bob oscillating through a small amplitude and determine the time, , for 20 complete oscillations using a stopwatch.
- xiv) Determine and record the period using the formula:
Plot Graph
- xv) Plot a graph with G on the vertical axis and on the horizontal axis, starting both axes from the origin . Draw the best-fit straight line through the plotted points.
Determine Intercept
- xvi) Determine the intercept on the vertical (G) axis from your graph.
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