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Quantum Theory of the Atom, Study notes of Chemistry

The wave-particle duality theory, EMG spectrum, Bohr's model of the atom, and Louis De Broglie's theory. It also provides formulas for calculating frequency, wavelength, and energy. examples of how to use these formulas to solve problems related to quantum theory. useful for students studying physics or chemistry at the university level.

Typology: Study notes

2021/2022

Available from 02/16/2023

abirazooz
abirazooz 🇺🇸

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Chapter 7
Quantum Theory of the Atom
Ex: The wavelength of a particular color of violet light is 410 nm the frequency of this
color is?
Ex: what is the frequency of gamma ray radiation that has a wavelength of 1.00×10 ^-16
The wave particle duality theory
EMG spectrum
Bohr’s Model of the Atom
Louis De Broglie
Lamda
wavelength
/
I
)
-
distance
between
zouaves
wavelength
Frequency
(
v
)
-
number
of
waves
Per
second
's
VVV
speed
of
light
(c)
=3
-00×108
Mls
Formula
:[
=r•V
c=r•V
410hm
-_
0.000000410m
=
4.10×10
-
>
MIS
-
7
3.00
108m15
__
4.10×10
Mls
v
v=
7.32×101445
4.10×10-7
4.10×10-7
C=h•V
3.
00×108=1.00×10
-
'
°
V
=3
102411s
1.00×10-16 1.00×10-16
>
=
Photon
(
Photons
)
-
when
solids
are
heated
they
emit
energy
'
light
acts
as
a
wave
or
Particle
Planck
's
constant
(
h
)
:
6.63×10-34115
Formula
:
E=
c.
h
2
Energy
and
wavelength
are
inversely
Proportional
mɰ
"
"
longs
high
energy
In
low
energy
-
RHL
Rydberg
constant
1=2.179×10
-18J
-
Formula
:
E=Rµ
l
-
l
n
,
ng
,
ltosoweforthe
energy
absorbed
or
released
)
-
Formula
the
h
mass
kg
>
mwr
velocity
my

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Chapter 7Quantum Theory of the Atom

Ex: The wavelength of a particular color of violet light is 410 nm the frequency of this

color is?

Ex: what is the frequency of gamma ray radiation that has a wavelength of 1.00×10 ^-

The wave particle duality theory EMG spectrum Bohr’s Model of the Atom Louis De Broglie Lamda

  • wavelength

/ I) - distance between zouaves wavelength

  • Frequency

(v)- number of^ waves Per^ second 's^ VVV

  • speed of (^) light (c)^ =3-00×^108 Mls Formula:[=r•V c=r•V 410hm -_^ 0.000000410m^ =^ 4.10× 10 - (^) > MIS
  • 7

3.00 ✗ 108m15 __^ 4.10×^10 Mls •^ v v= 7.32×^101445

4.10×10-7 4.10×10-

C=h•V

3.^00 ×108=1.00×^10 - ' ° - V ✓=3 ✗ 102411s 1.00×10-16 1.00×10-

> =^ Photon (Photons)

  • when solids are heated (^) they emit^ energy '

light acts^ as^ a^ wave^ or^ Particle

  • Planck's

constant (^ h) :^ 6.63×10-

  • Formula:^ E=^ c.^ h 2

Energy and^ wavelength are inversely Proportional

mɰ

" (^) "

longs

high energy

In

low energy

  • RHL (^) Rydberg constant1=2.179×^10 -18J

Formula :^ E=Rμ

l (^) - l n,^ ng,

ltosoweforthe

energy absorbed or^ released)

  • Formula the h mass (^) kg >^ mwr velocity my