SMA Physics • Class XI Physics

Simple Pendulum: $L\text{–}T^2$ Graph & Second's Pendulum

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Pendulum Bench: Stand, Split-Cork Clamp & Spherical Bob State: Resting
Plot:
Slope = 0.000 s²/cm
Effective $L$
100.0 cm
Oscillations
0 / 20
Time ($t_{20}$)
0.00 s
Period ($T$)
0.000 s
Effective Length $L = l + h + r$ 100.0 cm
Thread $l = 98.0\text{ cm}$ Hook $h = 1.0\text{ cm}$ Radius $r = 1.0\text{ cm}$
Angular Displacement ($\theta_0 \le 15^\circ$ for SHM) 8.0°
Digital Laboratory Stopwatch (20 Swings) AUTO-STOP AT 20
00:00.00
Observation Table
# $L$ (cm) $t_{20}$ (s) $T = t/20$ (s) $T^2$ (s²) $L / T^2$
No records logged yet. Time 20 swings and log.
Second's Pendulum ($T = 2.0\text{ s}$): L_s ≈ 99.4 cm
Evaluated $g = 4\pi^2 (L/T^2)$: -- cm/s² Standard: 980 cm/s²