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Quiz about The Quantum Quiz
Quiz about The Quantum Quiz

The Quantum Quiz


A quiz on the history of one of the most successful and revolutionary scientific theories of all time: quantum theory.

A multiple-choice quiz by aznricepuff. Estimated time: 6 mins.
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Author
aznricepuff
Time
6 mins
Type
Multiple Choice
Quiz #
305,125
Updated
Dec 03 21
# Qns
10
Difficulty
Tough
Avg Score
5 / 10
Plays
1352
Awards
Top 35% Quiz
Last 3 plays: StevenColleman (0/10), Guest 79 (8/10), Guest 172 (3/10).
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Question 1 of 10
1. Every good physicist knows that Max Planck was the first to elucidate the concept of a quantum, an integral part of quantum theory (so integral in fact that the theory bears its name!). But what are the units of the fundamental physical quantum? Hint


Question 2 of 10
2. Another important step to the formation of quantum theory was Einstein's revolutionary explanation for the photoelectric effect, a phenomenon that seemed to clash with the classical wave theory of light. In particular, the contradiction lay in the fact that the energy of light did not seem to be related to its amplitude (intensity), but instead to its... Hint


Question 3 of 10
3. The revelation that light exhibited particle-wave duality was revolutionary, but it wasn't long before another physicist, Louis de Broglie, proposed that in fact all matter exhibited particle-wave duality. According to de Broglie, an object's wavelength depends on which of its properties? Hint


Question 4 of 10
4. In quantum theory, there is a famous relationship named the Heisenberg Indeterminacy Principle, which says that what two properties of a system cannot both be determined with arbitrarily small uncertainties simultaneously? Hint


Question 5 of 10
5. The famous Schrodinger Equation can be said to be the backbone of quantum theory. The equation says that if you apply an operator to the wavefunction of a system, the result is simply the original wavefunction multiplied by the energy of the system. What is the name of the operator? Hint


Question 6 of 10
6. The Schrodinger Equation was actually not the first successful attempt to describe the world quantum mechanically. Another physicist had already achieved what Schrodinger did with his equation at an earlier time, albeit in a different manner. Who was this physicist? Hint


Question 7 of 10
7. In 1928, Paul Dirac formulated a wave equation that bridged quantum mechanics with special relativity. The Dirac Equation applies to a specific set of particles that includes... Hint


Question 8 of 10
8. The Dirac Equation is an example of when theory predicts the existence of something that had not yet been discovered (such as when Neptune's existence was predicted from the pertubations in Uranus' orbit). What did the Dirac Equation predict existed (and would later be confirmed)? Hint


Question 9 of 10
9. While Dirac showed with his equation that quantum theory and relativity are at least not incompatible, fully merging quantum theory with relativity would require the development of what is called quantum field theory. What was the first fully developed quantum field theory? Hint


Question 10 of 10
10. So far, quantum field theories have been formulated for 3 of the 4 fundamental forces of nature. Which fundamental force has yet to be described by a quantum field theory? Hint



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Most Recent Scores
Oct 27 2024 : StevenColleman: 0/10
Oct 26 2024 : Guest 79: 8/10
Oct 21 2024 : Guest 172: 3/10
Oct 21 2024 : Guest 1: 10/10
Oct 08 2024 : Guest 174: 0/10
Sep 11 2024 : bernie73: 1/10
Sep 10 2024 : ZWOZZE: 2/10

Score Distribution

quiz
Quiz Answer Key and Fun Facts
1. Every good physicist knows that Max Planck was the first to elucidate the concept of a quantum, an integral part of quantum theory (so integral in fact that the theory bears its name!). But what are the units of the fundamental physical quantum?

Answer: Joule-second

Planck first proposed his theory in 1900 after working on a discrepancy related to black-body radiation (the phenomenon in which extremely hot objects radiate light). For those who are wondering, Planck's constant, denoted as "h", which describes the size of the fundamental quantum, has a value of 6.626x10^-34 Joule-seconds.

The extremely small value of this constant explains why we don't experience any obvious effects of quantization in everyday life.
2. Another important step to the formation of quantum theory was Einstein's revolutionary explanation for the photoelectric effect, a phenomenon that seemed to clash with the classical wave theory of light. In particular, the contradiction lay in the fact that the energy of light did not seem to be related to its amplitude (intensity), but instead to its...

Answer: frequency

Einstein's explanation for the contradiction was that light exhibits wave-particle duality. That is, it behaves as both a particle and a wave. Interestingly enough, although Einstein helped develop quantum theory, he was also one of its most vocal detractors. We all know the quote, "God does not play dice with the universe," but Einstein didn't just stop at witty remarks.

He would often propose ludicrous problems and challenge quantum physicists to solve them using quantum theory in the hopes of showing just how flawed the new discipline was. Well, Einstein wasn't always right, and some of his problems were even successfully solved!
3. The revelation that light exhibited particle-wave duality was revolutionary, but it wasn't long before another physicist, Louis de Broglie, proposed that in fact all matter exhibited particle-wave duality. According to de Broglie, an object's wavelength depends on which of its properties?

Answer: momentum

De Broglie's hypothesis stated that any object with a non-zero momentum (in other words any moving object) had a characteristic wave associated with it, with a wavelength inversely proportional to its momentum. So yes, even PEOPLE are part-particle/part-wave. Of course, the wavelength of an object is inversely proportional to its mass, so the wavelengths of macroscopic objects are so small that their wave nature is literally undetectable.
4. In quantum theory, there is a famous relationship named the Heisenberg Indeterminacy Principle, which says that what two properties of a system cannot both be determined with arbitrarily small uncertainties simultaneously?

Answer: position and momentum

An interesting consequence of the Indeterminancy Principle is that you cannot confine an object to an arbitrarily small space. If you were to attempt to do so, you would be attempting to decrease both the uncertainty in the object's position and the uncertainty in its momentum simultaneously, which is impossible, and you would inevitably see the object escape its cage.

This would be analogous to dropping a ping pong ball into a small cup and watching it shoot out right through the walls of the cup.
5. The famous Schrodinger Equation can be said to be the backbone of quantum theory. The equation says that if you apply an operator to the wavefunction of a system, the result is simply the original wavefunction multiplied by the energy of the system. What is the name of the operator?

Answer: Hamiltonian

For a particle, the Hamiltonian of the wavefunction is a constant (related to Planck's constant and the particle's mass) multiplied by the second derivative of the wavefunction plus the potential energy of the particle all multiplied by the particle's wavefunction.
6. The Schrodinger Equation was actually not the first successful attempt to describe the world quantum mechanically. Another physicist had already achieved what Schrodinger did with his equation at an earlier time, albeit in a different manner. Who was this physicist?

Answer: Werner Heisenberg

Heisenberg, in collaboration with Max Born, essentially "invented" Schrodinger's Equation before Schrodinger! They took a different approach using matrix mechanics, however, and Schrodinger's solution is arguably more elegant. Interestingly enough, only Heisenberg was awarded the Nobel Prize for his efforts; Born was not recognized despite being nominated alongside Heisenberg by Albert Einstein.
7. In 1928, Paul Dirac formulated a wave equation that bridged quantum mechanics with special relativity. The Dirac Equation applies to a specific set of particles that includes...

Answer: electrons

The Dirac Equation applies to elementary particles with spins of 1/2. Electrons are the most widely known of these particles. Others include neutrinos and muons.
8. The Dirac Equation is an example of when theory predicts the existence of something that had not yet been discovered (such as when Neptune's existence was predicted from the pertubations in Uranus' orbit). What did the Dirac Equation predict existed (and would later be confirmed)?

Answer: antimatter

The Dirac Equation necessitated the existence of positions, the antiparticle to electrons. Dirac himself predicted the the existence of such particles in 1931, and in 1932, cloud chamber experiments confirmed his prediction.
9. While Dirac showed with his equation that quantum theory and relativity are at least not incompatible, fully merging quantum theory with relativity would require the development of what is called quantum field theory. What was the first fully developed quantum field theory?

Answer: quantum electrodynamics

Quantum electrodynamics (quantum field theory of light) matured in the 1940s, while quantum chromodynamics came about in the 1970s. The electroweak theory was developed in the 1970s and 1980s. The fundamental difference between quantum field theory and just plain old quantum theory is that quantum field theory treats fields as quantized (hence quantum FIELD theory) as opposed to individual particles.
10. So far, quantum field theories have been formulated for 3 of the 4 fundamental forces of nature. Which fundamental force has yet to be described by a quantum field theory?

Answer: gravity

Quantum chromodynamics is the quantum field theory for the strong nuclear force, while electroweak theory is a unification of the electromagnetic and weak nuclear forces. The merging of gravity, which is currently best described by general relativity, with quantum theory is perhaps the greatest unsolved mystery in modern physics. Numerous attempts have been made to reconcile general relativity with quantum mechanics, such as string theory and M-theory. Perhaps it is fitting that the crown jewel of Einstein's scientific career now so stubbornly resists the theory that Einstein himself disliked so much.
Source: Author aznricepuff

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