Use Max Planck's quantum theory to explain the following...

In summary: I think I understand now.In summary, the photoelectric effect is the release of electrons from a material when exposed to low-intensity light. The intensity of the light does not seem to have any effect on the release of photoelectrons. Increasing the intensity of the light will increase the number of photoelectrons that are released.
  • #1
AlexisFair
13
0

Homework Statement


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Use Max Planck's quantum theory to explain the following behavior of photoelectrons.

i) Low-intensity light does not release any photoelectrons. What will happen if the light is made brighter? Explain your reasoning.

ii) Low-intensity light releases photoelectrons. What will happen if the light is made brighter? Explain your reasoning.

iii) Low-intensity light does not release any photoelectrons. What will happen if the frequency of the light is gradually increased? Explain your reasoning.

Homework Equations

The Attempt at a Solution



i)

If low-intensity light does not release any photoelectrons and light is made brighter, nothing noteworthy would happen. The reason for this is because the intensity, or brightness, is only a quantity of the rate at which the photons strike the surface. In addition, providing extra photons per second does not aid in releasing extra electrons, since each single photon does not have adequate energy to do this on its own. Also, metal can emit photoelectrons as long as the frequency of light is above a specific frequency, which is known as threshold frequency. As a result, since no photoelectrons are released, nothing significant will occur since the frequency is below the threshold frequency.

ii)

If low-intensity light releases photoelectrons and light is made brighter, frequency is above the threshold frequency which means each photon will have sufficient energy to generate photoelectrons. Additionally, increasing the intensity or brightness, will increase the number of photons, which will increase the number of photoelectrons. Conversely, the maximum kinetic energy of each photoelectron will not be affected by the larger number of photons. As a result, increasing the brightness of the light will increase current in the circuit.

iii)

If low-intensity light does not release any photoelectrons, it must mean that the frequency of the light is under the threshold frequency. As frequency progressively increases, the kinetic energy increases. It will eventually go over the threshold frequency which is the minimum frequency to release photoelectrons and will then start releasing photoelectrons. Subsequently continuing to increase the frequency over the threshold would not increase the current and the current will be the same.I was wondering if someone could review my answers. I feel I might be missing something as this portion of the unit was challenging for me to understand.
 
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  • #2
Your answers are correct. I see only one significant correction:
AlexisFair said:
iii)

If low-intensity light does not release any photoelectrons, it must mean that the frequency of the light is under the threshold frequency. As frequency progressively increases, the kinetic energy increases.
When we talk about "kinetic energy" in this context, we are (I think) referring to the energy of electrons after they get emitted. Below the threshold frequency there is no kinetic energy to speak of. Better to write "the photon energy".

It is possible that your teacher chose to refer to the photons' energy as "kinetic energy", in which case what you wrote is correct. Classifying energy as being "kinetic" or not can be arbitrary sometimes.

Other than that, you just need to "clean up" your answers a bit. They are kind of long. Some sentences can simply be erased.

One interesting point: in the case where the intensity is held constant and the frequency is increased (above the threshold), it seems to me that the current will decrease. Can you think of why? Don't worry, I don't think this point is what the teacher was looking for.

BTW, the "photon" explanation for the photoelectric effect was given by Einstein, not Planck. Planck came up with the photon idea to solve a different problem, the blackbody radiation spectrum. Einstein received a Nobel Prize for this, but never for Relativity!
 
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  • #3
maline said:
Your answers are correct. I see only one significant correction:

When we talk about "kinetic energy" in this context, we are (I think) referring to the energy of electrons after they get emitted. Below the threshold frequency there is no kinetic energy to speak of. Better to write "the photon energy".

It is possible that your teacher chose to refer to the photons' energy as "kinetic energy", in which case what you wrote is correct. Classifying energy as being "kinetic" or not can be arbitrary sometimes.

Other than that, you just need to "clean up" your answers a bit. They are kind of long. Some sentences can simply be erased.

One interesting point: in the case where the intensity is held constant and the frequency is increased (above the threshold), it seems to me that the current will decrease. Can you think of why? Don't worry, I don't think this point is what the teacher was looking for.

BTW, the "photon" explanation for the photoelectric effect was given by Einstein, not Planck. Planck came up with the photon idea to solve a different problem, the blackbody radiation spectrum. Einstein received a Nobel Prize for this, but never for Relativity!
^__^ Thank you extremely much! I was struggle in this question because I was confuse myself with other concepts. But now I'm much more confident in it.

Yes, I will definitely review my sentences (English is my second language so I often make it as simple as possible before tiding it up.)

To answer your question (Based on what I know.) would it be because wavelength is increased? As wavelength is increased, current decreases?

Again thank you for looking for my work!
 
  • #4
AlexisFair said:
To answer your question (Based on what I know.) would it be because wavelength is increased? As wavelength is increased, current decreases?
No, increasing frequency actually implies decreasing wavelength. The wavelength times the frequency always equals the speed of light.

As for why the current will decrease- think about the number of photons...

AlexisFair said:
Yes, I will definitely review my sentences (English is my second language so I often make it as simple as possible before tiding it up.)

Oh, your English is actually quite good! I meant that you should clean up by making your answers more concise. There is some repetition & some irrelevant information.
 
  • #5
Once we're on the topic, check out this Physics Forums Insights article:
https://www.physicsforums.com/insights/sins-physics-didactics/
It turns out that the fact that light is composed of photons is actually not necessary in explaining the photoelectric effect! Most people, even physics teachers, don't know this. It even surprised my Quantum Physics teacher, who is a professor of high energy physics!
 

FAQ: Use Max Planck's quantum theory to explain the following...

How does Max Planck's quantum theory explain the photoelectric effect?

Max Planck's quantum theory explains the photoelectric effect by proposing that energy is not emitted or absorbed continuously, but rather in discrete packets called "quanta." This theory helps to explain why light of a certain frequency is needed to eject electrons from a metal surface, and why increasing the intensity of light does not increase the energy of the ejected electrons.

What is the significance of Planck's constant in quantum theory?

Planck's constant (h) is a fundamental constant in quantum theory that represents the smallest possible amount of energy that can be exchanged between matter and radiation. It is a crucial factor in determining the energy of a quantum system and plays a key role in many equations used to describe the behavior of particles at the atomic and subatomic level.

How does Planck's quantum theory challenge classical physics?

Planck's quantum theory challenged classical physics by introducing the idea that energy is not continuous, but instead exists in discrete packets. This goes against the principle of continuity in classical physics, which states that energy can take on any value. Additionally, Planck's theory proposed that the behavior of particles at the atomic level cannot be predicted with certainty, unlike the deterministic principles of classical physics.

Can Planck's quantum theory explain the behavior of particles at all scales?

No, Planck's quantum theory only applies to particles at the atomic and subatomic level. At larger scales, classical physics is a more accurate description of the behavior of matter and energy. This is because the effects of quantum behavior are negligible at macroscopic levels, and classical physics equations are simpler and easier to use for such systems.

How has Planck's quantum theory influenced modern physics?

Planck's quantum theory has had a profound impact on modern physics, serving as the basis for many other theories and principles, such as the uncertainty principle and wave-particle duality. It has also led to the development of quantum mechanics, which has revolutionized our understanding of the behavior of matter and energy at the atomic level and has numerous practical applications in fields such as electronics and computing.

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