1/10
Looks like no tags are added yet.
Name | Mastery | Learn | Test | Matching | Spaced | Call with Kai | Chat |
|---|
No analytics yet
Send a link to your students to track their progress
The first spectroscopy
Robert Bunsen and Gustav Kirchhoff
Revealed that each element has its own unique line spectrum
The unique line spectrums of elements are significant because
they indicate that the electrons can only exist at discrete energy levels
Rutherford model was based on classical physics…
in this model the electron could emit or absorb any quantity of energy
If this were true the emission spectrum of every element would be a continuous spectrum
Niels Bohr modified___model based on his work with___
Rutherford,hydrogen
Bohr’s model of the atom
electrons are found in fixed energy levels around the nucleus
Electrons tend to stay in lower energy levels (ground state, most stable) but can move to higher levels when they can energy (excited state)
Almost immediately after electrons enter the excited state they return to ground
In this process, they emit energy through light
Visible spectrum colour energies
violet is the highest energy light and red is the lowest
(Shorter wave length = higher energy)
James Chadwick’s discovery
from the time of Rutherford, it was known that the mass of the atom was a bit more than double the mass of the protons
Since almost the entire mass was concentrated in the nucleus, there must be another particle in the nucleus with a mass similar to the proton
He discovered the neutron. It has almost the same mass as a proton but no charge

Summary of the Bohr-Rutherford model
Small, dense, heavy nucleus containing protons and neutrons (the nucleus is positively charged).
Electrons orbit the nucleus in fixed energy levels (like planets orbiting the sun); the higher the energy level, the more energy an electron has
Atomic number (z)
the number of protons in an atoms nucleus
For a neutral atom # of electrons = # of protons
Mass number (A)
total # of protons & neutrons in the nucleus of an atom
number of neutrons = A - Z
Atomic number and mass calculations examples
