1D15.20 – High road low road
Although the total potential energy converted to kinetic energy is the same for each ball, the ball on the “low road” has a higher velocity for longer, and will thus reach the end first.
Although the total potential energy converted to kinetic energy is the same for each ball, the ball on the “low road” has a higher velocity for longer, and will thus reach the end first.
This demonstration illustrates a harmonic oscillator through masses on springs.
This demonstration illustrates different spectra from a variety of sources. It can be used to explain atomic excitation and de-excitation, in astronomy or in optics.
This demonstration illustrates harmonics and standing waves on a string. This could be accompanied by calculations on the board, using measurements made on-the-spot.
This demonstration illustrates mechanical energy conservation in collisions. The number of balls that move is equal to the number of balls released, which shows the energy is conserved.
This demonstration shows Hooke’s law, in this case for the extension of a spring. Knowing that the force applied to the spring is directly proportional to the extension caused by that force, we can find a value for the constant of proportionality that relates these quantities.
This demonstration illustrates energy conservation in an object undergoing rotation, as well as centripetal force. The forces and energy types involved are (translational and rotational) kinetic energy, (gravitational) potential energy and centripetal and normal forces.
This demonstration illustrates forces and is a good way to show a counterintuitive (if not fully understood) phenomenon.
This demonstration illustrates projectile motion. Specifically, it describes how a projectile launched vertically with a certain horizontal velocity will keep said velocity and describe a parabola in its flight