- Calculate The Potential Kinetic And Mechanical Energies Of The Sphere In Front As Functions Of Time Important A Roll 1 (69.54 KiB) Viewed 35 times
I really just need to know what formulas I need or how exactlyto solve it!
Thank you!
Calculate the potential, kinetic, and mechanical energies of the sphere in front as functions of time. Important: a rolling solid sphere not only has translational kinetic energy (0.5m²); it also has rotational kinetic energy equal to 0.2m2. Therefore, the (total) kinetic energy of a rolling solid sphere is 0.7mv². Make graphs of the potential, kinetic, and mechanical energies the sphere as functions of time. What is the (total) kinetic energy K of the sphere in front on the lowest part of the track? K=
y t(s) 130 0.0333667 108 0.5005005 90 0.667334 92 0.8341675 71 1.001001 50 1.1678345 50 1.334668 52 1.5015015 60 1.668335 91 1.8351685 96 1.9686353 x(m) m mass of sphere = v (at lowest point) = 1.09 m/s 0.02925 0.13455 0.25389 0.38376 0.51831 0.69732 0.88218 1.06353 1.24722 1.39113 1.48239 y(m) vx(m/s) vy(m/s) 0.1521 0.12636 0.35434004 -0.0738208 0.1053 0.74688237 -0.0561038 0.10764 0.79246674 -0.0666233 0.08307 0.93973932 -0.1472726 0.0585 1.09051839 -0.0736363 0.0585 1.09753137 0.00701298 0.06084 1.09402488 0.0350649 0.0702 0.9818172 0.13675311 0.10647 0.7831161 0.1402596 0.11232 85 g 9.8 m/s^2
Kinetic and Potential Energy In this lab, two solid spheres are released from rest at the same time and from the same height. At the far-right end of the track, the tracks are at the same level. • The frame rate (number of frames per second) is shown in the remote control. • The physical width of the space captured by the video is 1.5 m. The video is 1280 pixels wide. • Each sphere has a mass of 85 g.