supakorn said:if a ball of mass m moving under the potential : V(z) = mgz for z > 0 and V(z) = [tex]\infty[/tex] for z [tex]\leq0[/tex].What is the value of T : (Transmission coefficient)?
i get : T = 0
A quantum bouncing ball is a theoretical concept in quantum mechanics where a microscopic particle is confined in a potential well and bounces back and forth between two points due to its wave-like behavior.
A classical bouncing ball follows the laws of classical mechanics and can be predicted using Newton's laws of motion. However, a quantum bouncing ball follows the laws of quantum mechanics and its behavior is described by the Schrodinger equation, which takes into account the particle's wave-like nature.
Studying quantum bouncing balls can help us understand the principles of quantum mechanics, which govern the behavior of particles at the microscopic level. It also has potential applications in fields such as quantum computing and information processing.
No, quantum bouncing balls are purely theoretical and cannot be observed in real life. This is because the effects of quantum mechanics are only noticeable at the microscopic level, and a quantum bouncing ball is too small to be observed by the naked eye.
Yes, there are systems in nature that exhibit behavior similar to quantum bouncing balls, such as electrons in an atom and phonons (vibrations) in a crystal lattice. These systems can be described by the same mathematical principles as a quantum bouncing ball, but on a larger scale.