Planck's Quantum Theory | Chemistry
Summary
TLDRThis script introduces Planck's quantum theory, explaining the concepts of continuous and discontinuous energy flow through the excitation and de-excitation of electrons. It clarifies the misconception of classical physics and highlights Planck's postulates, including the quantization of energy in the form of photons. The theory's applications in explaining monochromatic and polychromatic light are discussed, emphasizing the role of frequency and wavelength in determining photon energy and color.
Takeaways
- ๐ฌ Planck's quantum theory revolutionized the understanding of energy flow at the microscopic level.
- โ๏ธ Electrons can jump between energy levels by absorbing or emitting fixed amounts of energy called quanta.
- ๐ Classical scientists believed in the continuous flow of energy, which Planck's theory disproved.
- ๐ก Energy flow is continuous in macroscopic phenomena but discontinuous at the microscopic level.
- ๐ข In Bohr's atomic model, electrons lose fixed amounts of energy when moving between discrete energy levels.
- ๐ซ Energy is quantized into discrete packets, similar to chocolate bars, and cannot be arbitrarily controlled.
- โจ Planck's postulates state that energy is absorbed or emitted in discrete wave packets called quanta or photons.
- ๐ Photons are the basic units of light, and their energy is proportional to their frequency.
- ๐ Different colors of light have photons with different frequencies and wavelengths.
- ๐ Monochromatic light consists of photons with the same energy, while polychromatic light, like sunlight, contains photons of various energies.
Q & A
What is the concept of excitation and de-excitation of an electron in the context of Bohr's atomic model?
-In Bohr's atomic model, excitation refers to an electron absorbing energy to jump from a lower energy level to a higher one. De-excitation is the process where an electron releases energy and moves from a higher energy level back to a lower one, emitting the energy in the form of a photon.
What was the classical belief about the electron's energy absorption and loss before Planck's quantum theory?
-Before Planck's quantum theory, it was believed that electrons absorbed or lost energy in a continuous manner, which was later proven incorrect by Planck's theory.
What is the main principle of Max Planck's quantum theory?
-The main principle of Max Planck's quantum theory is that energy is absorbed or lost discontinuously, in the form of discrete packets or quanta, rather than continuously.
What is the difference between continuous and discontinuous flow of energy?
-Continuous flow of energy is a concept where energy can be varied in a continuous range, like changing the potential energy of a ball by altering its height. Discontinuous flow of energy, on the other hand, occurs in fixed amounts or quanta, as seen in the energy transitions of electrons between atomic energy levels.
How does the concept of a discrete wave packet relate to Planck's quantum theory?
-In Planck's quantum theory, a discrete wave packet represents a fixed amount of energy that is emitted or absorbed during a quantum transition. These packets are indivisible and unique, differing from one another in energy, frequency, and wavelength.
What are the postulates of Planck's quantum theory?
-Planck's quantum theory postulates that energy is absorbed or emitted in a discontinuous manner, in discrete packets called quanta or photons, and that the energy of these quanta is directly proportional to their frequency, with Planck's constant (h) as the proportionality constant.
What is the significance of Planck's constant in the context of quantum theory?
-Planck's constant (h) is a fundamental constant that quantifies the proportionality between the energy of a photon and its frequency. It is used in the equation E = hฮฝ, where E is the energy, h is Planck's constant, and ฮฝ is the frequency of the photon.
What is a photon and how is it related to the concept of quanta?
-A photon is an elementary particle of light, representing the basic unit of electromagnetic radiation. It is a quantum of energy for light, having no rest mass, no charge, and traveling at the speed of light. Photons are emitted or absorbed in discrete packets of energy.
How does the energy of a photon depend on its frequency or wavelength?
-The energy of a photon is directly proportional to its frequency (E = hฮฝ) and inversely proportional to its wavelength (E = hc/ฮป), where h is Planck's constant, c is the speed of light, and ฮป is the wavelength of the photon.
What is the application of Planck's quantum theory in explaining monochromatic and polychromatic light?
-Planck's quantum theory helps explain that monochromatic light, such as red laser light, consists of photons of the same frequency, wavelength, and energy, while polychromatic light, like sunlight, is a mixture of photons of different frequencies, wavelengths, and energies, resulting in various colors.
How do the concepts of frequency and wavelength differentiate the colors in polychromatic light?
-In polychromatic light, different colors are produced by photons with varying frequencies and wavelengths. For example, violet light has a higher frequency and shorter wavelength compared to red light, resulting in different photon energies and perceived colors.
Outlines
๐ฌ Quantum Theory and Energy Transitions
This paragraph introduces the fundamental concepts of Planck's quantum theory, focusing on the discontinuous nature of energy absorption and emission by electrons. It explains the process of excitation and de-excitation using an electron's transition between energy levels as an example. The classical view of continuous energy change is contrasted with Planck's revolutionary idea that energy changes occur in discrete amounts. The paragraph also introduces the concepts of continuous and discontinuous energy flow, using the analogy of a ball's potential and kinetic energy versus the quantized energy levels of an electron. The importance of understanding these concepts for grasping the essence of quantum theory is emphasized.
๐ Understanding Discrete Energy Packets and Photons
The second paragraph delves deeper into the discontinuous flow of energy, describing it through the concept of discrete energy packets or quanta. It uses the analogy of chocolate packets to illustrate the individual and separate nature of these energy packets. The paragraph explains Planck's postulates, emphasizing that energy is absorbed or emitted in discrete amounts, not continuously. It introduces the term 'photon' to describe the elementary particles of light, which are quantized energy packets with no rest mass and travel at the speed of light. The relationship between the energy of a photon and its frequency is established through Planck's constant, highlighting the direct proportionality and the formula E = hฮฝ. The paragraph concludes with an explanation of how Planck's theory can be applied to understand monochromatic and polychromatic light, demonstrating the practical implications of quantum theory in everyday phenomena.
๐ The Significance of Frequency and Wavelength in Quantum Theory
The final paragraph wraps up the discussion on Planck's quantum theory by highlighting the importance of frequency and wavelength in determining the characteristics of light and other electromagnetic radiation. It explains how different frequencies and wavelengths result in different colors and types of waves, underlining the diversity within the electromagnetic spectrum. The paragraph reinforces the understanding that photons, despite being elementary particles, exhibit variability due to their distinct frequencies and wavelengths. This summary serves as a conclusion, reinforcing the key points discussed in the previous paragraphs and encouraging further exploration of the applications and implications of quantum theory.
Mindmap
Keywords
๐กQuantum Theory
๐กExcitation and De-Excitation
๐กBohr's Atomic Model
๐กContinuous Flow of Energy
๐กDiscontinuous Flow of Energy
๐กQuanta
๐กPhoton
๐กPlanck's Constant
๐กFrequency
๐กWavelength
๐กMonochromatic and Polychromatic Light
Highlights
Introduction to the concept of excitation and de-excitation of an electron in an atom according to Bohr's atomic model.
Explanation of how an electron absorbs 10.2 electron volts to jump from one energy level to another.
Clarification of the misconception in classical physics regarding continuous energy absorption or loss by electrons.
Max Planck's introduction of quantum theory in 1900, proposing energy absorption and loss occur discontinuously.
The concept of continuous energy flow in everyday life, exemplified by a ball's potential and kinetic energy.
Introduction of discontinuous energy flow at the microscopic level, contrasting with the macroscopic world.
Description of electron transitions between energy levels in Bohr's model and the quantized energy loss during these transitions.
The impossibility of controlling the quantized energy loss during electron transitions, as opposed to continuous energy flow.
Max Planck's assertion that energy at the microscopic level flows in discrete packets, not continuously.
Explanation of the term 'quanta' or 'photons' as discrete packets of energy in the context of light.
The elementary particle of light, the photon, is described as having no charge or rest mass and travels at the speed of light.
Planck's quantum theory postulates that energy is absorbed or emitted in a discontinuous manner.
The relationship between the energy of a photon and its frequency, introduced by Planck's constant (h = 6.626 x 10^-34 joule second).
The energy of a photon is directly proportional to its frequency and inversely proportional to its wavelength.
Application of Planck's quantum theory to explain monochromatic and polychromatic light, including the composition of sunlight.
The significance of frequency and wavelength in determining the color and nature of different types of light.
Final note on the uniqueness of photons due to their distinct frequencies and wavelengths, contributing to the diversity of light.
Transcripts
plunk's quantum theory concept of
continuous and discontinuous flow of
energy and applications of planck's
quantum theory
firstly let me teach you the concept of
excitation and de-excitation of electron
let's consider an atom
that this electron is present in first
energy level according to bohr's atomic
model energy is needed by this electron
to jump from first energy level to
second energy level
let i provide 10.2 electron volt energy
to this electron it will be excited and
will move from first energy level to
second energy level after some time this
electron will be de-excited it will give
off or radiate the same amount of energy
10.2 electron volt to the surrounding
now listen carefully in old times a
classical period scientists believe that
an electron absorbs or loses energy
continuously which is totally wrong
in 1900 max planck put forward his
famous quantum theory
according to this theory electron
absorbs or loses energy discontinuously
which is hundred percent right this
theory revolutionarized the signs and
opened new doors for different
discoveries
now i am going to teach you the concept
of continuous flow and discontinuous
flow of energy believe me if you
understand this concept you understand
the planck's quantum theory which no one
is teaching us in the school or college
course remember that continuous flow of
energy happens in our daily life while
discontinuous flow of energy happens at
microscopic level
firstly let me teach you the concept of
continuous flow of energy consider a
ball present at certain height above the
ground we know that it possesses
potential energy now when this ball
falls toward the ground its potential
energy is converted to kinetic energy
here comes the most important question
can i change the value of potential
energy or kinetic energy of this ball
well the answer is yes it is in my
control i can change its value the next
question is how can i change its value
well it is simple change the height of
the ball to desired level and the values
of potential energy and kinetic energy
would be changed it means that it is in
my control to change the values of
potential energy and kinetic energy to 5
joule
6 joule 7 joule 8 joule etc
therefore we say that in this case
energy flow and continuous way our flow
of energy is continuous because i can
control it or i can change
now coming to the concept of
discontinuous flow of energy
according to bohr's atomic model
electron can reside in different energy
levels like first energy level second
energy level third energy level and
fourth energy level like steps of a
ladder now consider electron at highest
energy level fourth energy level
let this electron jumps from fourth
energy level to third energy level when
it jumps from higher energy level to
lower energy level it loses a radiate
energy let it loses 15 joule energy
secondly this electron jumps from third
energy level to second energy level and
also loses 11 joule energy
thirdly it jumps from second energy
level to first energy level and it loses
4 joule energy now listen carefully i am
interested that when an electron jumps
from 4th energy level to 3rd energy
level it should lose only 14 joule
energy when it jumps from third energy
level to second energy level it should
lose only 13 joule energy and when it
jumps from second energy level to first
energy level it should lose only 12
joule energy i mean the flow of energy
must be continuous 14 joule 13 joule 12
joule according to my wishes
now let me ask you is it possible
well here comes mix planck baba that it
is not possible and it is totally wrong
energy flow and discontinuous manner at
microscopic level plunk baba says that
when electron jumps from fourth energy
level to third energy level it lose
fixed amount of energy 15 joule energy
in the form of discrete wave packet
like this
are just like a chocolate packet
noted down that the word discrete means
individually separate or unique
we will learn more about wave packet
later in this lecture
secondly when an electron jumps from
third energy level to second energy
level it will lose another discrete wave
packet of energy like this chocolate
pack thirdly when an electron jumps from
second energy level to first energy
level it will again lose another
discrete 12 packet of energy like this
chocolate bag this web packet of energy
is totally different from this wave
packet of energy while this web packet
of energy is also totally different from
this wave packet of energy so max planck
baba states that the energy of each wave
packet is fixed or quantized for example
this way packet has quantized energy of
15 joule this wave packet of energy has
quantized energy of 11 joule and this
wave packet of energy has quantized
energy of 4 joule therefore energy
discontinuously flow or the flow of
energy is discontinuous because it is
already fixed and we cannot control them
hence noted down the concept of
continuous flow and discontinuous flow
of energy
now let's understand the postulates of
planck's quantum theory he states that
energy absorbed or emitted by a body is
in a discontinuous manner not in a
continuous manner
secondly he states that a body absorb a
image energy and discrete wave packets
these web packets are called quanta or
in case of light it is called photon
remember that quanta is plural and
quantum is singular so note it down that
whenever i say quanta quantum or photon
in this lecture it will always mean wave
packets
now what is quanta are photon
well
photon or quanta is the elementary
particle of light or we can say it is
the basic unit of light it means that
every light or radiation is made up of
billions or trillions of photons
photons are nothing but they are made up
of electric field and magnetic field
they have no charge they have no rest
mass and they travel at the speed of
light
thirdly the energy of protons are quanta
is directly proportional to the
frequency
e is directly proportional to mu
for example
consider blue photon and red photon the
frequency of blue photon is high and the
frequency of red photon is low so the
energy of blue photon is high and that
of rate photon is low
now to eliminate the sign of
proportionality we put h which is known
as a planck's constant and its value is
6.626
into 10 to the power negative 34 joule
second also we know that frequency is
equal to c upon lambda so put the value
of frequency in this equation we get e
is equal to h into c upon lambda so
remember that energy of photon depends
upon frequency wavelength of wave number
just noted down these postulates of
planck's quantum theory
finally let me teach you the application
of planck's quantum theory we can easily
understand and explain the monochromatic
light and polychromatic light by the
help of planck's quantum theory
we know that monochromatic light means
light of one color like red laser light
while polychromatic light means light of
many colors
like sunlight this monochromatic red
light is made up of one type of photon
red photon
all the photons have same wavelength
same frequency and same energy
therefore we see them red light
while the sunlight is a mixture of seven
lights like violet indigo blue green
yellow orange and red
the photon of foil it is different from
indigo because they both have different
wavelength frequency and energy
similarly these all colors have
different photons but overall they make
up a white light which we can see as a
sunlight
here let me give you one last bonus tape
photons are different from one another
due to difference in frequency and
wavelength so only these two parameters
make different colors different waves
etc
i hope that you have understood the
concept of planck's quantum theory
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