* Your assessment is very important for improving the workof artificial intelligence, which forms the content of this project
Download Quantum Numbers Practice Problems Name: AP Physics Period: 1
Spin (physics) wikipedia , lookup
Renormalization group wikipedia , lookup
Quantum field theory wikipedia , lookup
Quantum dot wikipedia , lookup
Quantum fiction wikipedia , lookup
Quantum entanglement wikipedia , lookup
Matter wave wikipedia , lookup
Many-worlds interpretation wikipedia , lookup
Tight binding wikipedia , lookup
Bohr–Einstein debates wikipedia , lookup
Bell's theorem wikipedia , lookup
Quantum computing wikipedia , lookup
Copenhagen interpretation wikipedia , lookup
Particle in a box wikipedia , lookup
Ferromagnetism wikipedia , lookup
Relativistic quantum mechanics wikipedia , lookup
Renormalization wikipedia , lookup
Double-slit experiment wikipedia , lookup
Quantum machine learning wikipedia , lookup
Quantum teleportation wikipedia , lookup
Quantum group wikipedia , lookup
Orchestrated objective reduction wikipedia , lookup
Interpretations of quantum mechanics wikipedia , lookup
Quantum key distribution wikipedia , lookup
Canonical quantization wikipedia , lookup
Symmetry in quantum mechanics wikipedia , lookup
Wave–particle duality wikipedia , lookup
Quantum state wikipedia , lookup
History of quantum field theory wikipedia , lookup
Theoretical and experimental justification for the Schrödinger equation wikipedia , lookup
EPR paradox wikipedia , lookup
Hidden variable theory wikipedia , lookup
Quantum electrodynamics wikipedia , lookup
Atomic theory wikipedia , lookup
Atomic orbital wikipedia , lookup
Quantum Numbers Practice Problems AP Physics Name: Period: 1. Heisenberg changed our understanding of electrons in ways that ruined the Bohr model of the Hydrogen atom. How did the uncertainty principle change our understanding of how electrons behave inside 2. According to the deBroglie theory, electrons orbiting around the nucleus of an atom are waves (as well as particles). How does our understanding of electron waves change when we give up the idea of a simple orbit for an electron (like the ones that Bohr envisioned)? 3. a) What does the principal quantum number (n) tell us about the wave for the electron in a particular orbital? b) What does the angular momentum quantum number (l) tell us about the wave for the electron in a particular orbital? c) What does the magnetic quantum number (ml) tell us about the wave for the electron in a particular orbital? 4. In terms of quantum theory, why is the periodic table of elements organized the way it is? What do the elements in a particular group (column) have in common? What do the elements in a particular period (row) have in common? 5. a) How many possible combinations of quantum numbers (orbitals) are there for the n = 2 shell? Explicitly write out all of the possible combinations. b) How many possible combinations of quantum numbers (orbitals) are there for the n = 3 shell? Explicitly write out all of the possible combinations. c) How many different photons could an atom emit if an electron drops from the n = 3 shell to the n = 2 shell? Explain. 6. a) Within the n = 4 energy level, how many sets of quantum numbers are there that have l = 0? b) Within the n = 4 energy level, how many sets of quantum numbers are there that have l = 2? c) If the electron dropped from an orbital with l = 2 to one with l = 0 within the n = 2 energy level, how many different photons could it possibly emit? Explain. 7. a) An electron in a multielectron atom has a magnetic quantum number of ml = 2. What are the minimum values of l and n for that electron? b) An electron in a multielectron atom has a magnetic quantum number of ml = –4. What are the minimum values of l and n for that electron? 8. a) If electrons did not have spin (and therefore a spin quantum number), what would be the first two inert or noble gases? Explain. b) If electrons could have three different values for spin, what would be the first two inert or noble gases? Explain.