P a g e | 1Lab 6: Simple Harmonic MotionHenry RolandsProfessor. Yiting ZhuPhys103A-101Group 2 10/24/18ResultsData Table 1Mass of total weight m (kg)Weight of total mass w (N) = mgPosition y1(m)DisplacementY = y1– y0Spring Constant (k)0.252.45 N0.500.02122.5 Nm-10.353.43 N0.530.0568.6 Nm-10.454.41 N0.540.0673.5 Nm-1Table 2Table 3Mass of total weight m (kg)Time for 20 vibrations (s)Average time for20 oscillations (s)Oscillation Period T (s)T2(s2)Spring Constant (k) 0.258.498.700.4350.1951.89 Nm-18.668.940.4513.3613.140.6570.4341.3Nm-112.3513.72Mass of total weight m (kg)Time for 20 cycles for 3cm amplitude(s)Spring Constant (k)0.3511.5941.03 Nm-1
P a g e | 2Table 4Mass of total weight m (kg)Time for 20 vibrations (s)Average time for20 oscillations (s)Oscillation Period T (s)T2(s2)Spring Constant (k)0.3022.0922.31.121.259.46Nm-122.5822.240.4025.0124.71.241.5410.2Nm-124.0125.080.5026.727.571.381.9010.38Nm-127.928.1Graph one [weight (w) vs. displacement (y)]X-axis = weight (w)
P a g e | 3Y-axis = displacement (y)Graph two [m vs. T2]X-axis = mass (m)
P a g e | 4Y-axis = T2(period2)Graph three [L vs. T2]X-axis = Length of pendulum (L)
P a g e | 5Y-axis = T2(period2)Discussion & Analysis1.