2. Quantum-Mechanical model of an atom Flashcards
How Does the Quantum Mechanical Model of an
Atom Explain Atomic Spectra?
- Each line on an the emission spectrum corresponds to electron transition btn energy levels of an atom
- when an atom is excited it transition from a lower energy orbital to a higher energy orbital
- when an atom is “relaxed” it transition from a higher energy orbital to a lower energy orbital.
def btn state and orbital
- orbital is defined by a set of quantum numbers (n, l, ml)
- state is a set of quantum numbers (n, l, ml, ms).
Probability density
Radial distribution function
- indicates the region that an electron is likely to be found.
-gives the probability of finding an electron “dr” distance from the nucleus.
Note: in radial, the probabilty fo finding an electron at the nucleus (r = 0) is zero, and it’s maximum at a certain distance from the necleus.
Sizes and Shapes of s-orbtals
the angular part of the wave function determines the shape of the orbital.
- the “ns” orbitals have (n-1) or (n-l-1) radial nodes.
Note: Total number of nodes is always (n-1) for s, p, and d.
Can an electron in the p-orbital be found at the nucleus
- Also can we find a pz orbital in the xy plane
- The angular nodal plan in p-orbitals passes through the nucleus, so an electron can never be found at the nucleus
- pz orbital can’t be found in xy plane. py orbital can’t be found in xz plan, and so forth.