Use LEFT and RIGHT arrow keys to navigate between flashcards;
Use UP and DOWN arrow keys to flip the card;
H to show hint;
A reads text to speech;
28 Cards in this Set
- Front
- Back
Max Plank had theorized that
|
energy is made up of discrete amounts of energy called quanta. This theory seemed to give waves properties to particles
|
|
DeBroglie's thought if Plank were correct then
|
it might be possible for particles to have some of properties of waves
|
|
1.DB came up with the equation
|
1.λ =h/mv
|
|
1.λ =h/mv
|
1.λ(lambda) = wavelength (m)
2.h= planks constant 6.626 x 10^-34 J/Hz 3.m=mass (kg) 4.v=velocity (m/s) |
|
Light has the properties of both
|
waves and particles
|
|
Particles (matter) also have
|
both properties
|
|
in large particles we can
|
ignore wave characteristics
|
|
in small particles (like electrons) we
|
cant ignore wave characteristics
|
|
We cannot observe both
|
both the wave characteristics and particle characteristics of an electron at the same time
|
|
The two sided nature of waves and particles is called
|
wave particle duality of nature
|
|
momentum
|
a vector quantity which consists of mass times velocity
|
|
Heisenberg's Uncertainty Principle
|
the exact position and momentum of an electron can't be determined at the same time.
|
|
The more certain we are of the momentum the less certain we are of
|
position and vice versa
|
|
probability=
|
I.the number of times in position X
///////sum of times in all positions |
|
in an atom there are many points of
|
=probability
|
|
if all points of =probability are connected,
|
some 3-D shape is formed
|
|
an electron effectively occupies all the space around
|
nucleus
|
|
the position of an electron can be represented by
|
cloud
|
|
The max # of electrons in an energy level=
|
2n^2
|
|
each electron can be described by
|
a unique set of 4 quantum #s (n, l, m, s)
|
|
1.The second quantum number , l ,
|
describes sublevels
|
|
an energy level is actually made up of
|
many energy states closely grouped together (sublevels)
|
|
the # of sublevels in an energy level =
|
the value of n, the principle quantum #
|
|
sublevels are named (
|
(s, p, d, f, ((lowest to highest)))
|
|
therefore the first energy level has only
|
an s and the 4th has s, p, d, f
|
|
1.There is overlapping in the 3rd and 4th levels and
|
1.as you go higher (4th and 5th), (6th and 7th) there is even more
|
|
the 3rd quantum # is m, represents
|
orbitals and indicated their direction in space
|
|
he space that can be occupied by one pair of electrons is called
|
orbital
|