Quantum Bound States

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Quantum Bound States kuvakaappaus
Browser-Compatible Version
  • Kvanttihiukkaset
  • Potentiaalikuopat
  • Aallot
Java via CheerpJ: We've partnered with Leaning Technologies to allow our Java sims to run in a browser.
This sim is not compatible with iPads.
Java Version: Supports offline use and offers improved performance.

Sisältö

  • Kvanttihiukkaset
  • Potentiaalikuopat
  • Aallot
  • Todennäköisyystiheys

Description

Explore the properties of quantum "particles" bound in potential wells. See how the wave functions and probability densities that describe them evolve (or don't evolve) over time.

Esimerkkejä oppimistavoitteista

  • Visualize wave functions, probability densities, and energy levels for bound states in various potentials.
  • Describe how multiple representations used for wave functions relate to one another.
  • Explain what is and is not time-dependent for an energy eigenstate and a superposition state.
  • Predict how the curvature and amplitude of the wave function and the spacing of the energy levels depends on the shape of the potential and the mass of the particle.
  • Gain an intuition for how band structure results in a lattice of many wells.
  • Gain an intuition for how to go from the microscopic potential of a single atom to the macroscopic potential of a solid.
Version 1.08

Teacher Tips

Opettajan opas (pdf) sisältää PhET-tiimin vinkkejä. ( PDF ).

Teacher-Submitted Activities

How do PhET simulations fit in my middle school program? This contribution was designed by PhET. Sarah Borenstein YK Muu Maantiede
Kemia
Fysiikka
Biologia
MS and HS TEK to Sim Alignment Elyse Zimmer YK
L
Muu Biologia
Fysiikka
Kemia
Tutorial J. Mathias Weber UG-Intro
UG-Adv
Grad
Kotiteht
Labra
Guided
Kemia
Fysiikka
potential well lab Tim Paglione UG-Adv Labra
Spinometer Chris Mounce UG-Adv Demo

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Latest version of Java
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Suunnitteluryhmä Kolmannen osapuolen kirjastot Kiitokset
  • Chris Malley (developer)
  • Sam McKagan (lead)
  • Kathy Perkins
  • Carl Wieman
  • Interviewer: Sam McKagan