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    Home»Physics»Scientists Solve 90-Year-Old Mystery in Quantum Physics
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    Scientists Solve 90-Year-Old Mystery in Quantum Physics

    By University of VermontAugust 20, 20255 Comments5 Mins Read
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    Quantum Physics String Theory Crop
    Physicists at the University of Vermont have cracked a problem that has puzzled scientists for nearly a century: how to describe the atomic equivalent of a fading guitar string. Their new model preserves the strange rules of quantum mechanics while capturing the damped vibrations of atoms, a feat long thought nearly impossible. Credit: Shutterstock

    Scientists have discovered a solution to the “damped quantum harmonic oscillator,” paving the way for what could become the world’s tiniest measuring device.

    A plucked guitar string rings for a few seconds before the sound fades away. A swing on a playground, once its rider steps off, will slowly stop moving. Physicists refer to these types of fading motions as “damped harmonic oscillators,” and they are well explained by Newton’s laws of motion.

    At the scale of atoms, however, behavior does not follow these familiar rules. Instead, it is governed by the unusual principles of quantum physics. This led University of Vermont professor Dennis Clougherty and his student Nam Dinh to ask whether an atomic system could show the same kind of vibration seen in everyday objects like strings and swings. “If so, can we construct a quantum theory of the damped harmonic oscillator?” Clougherty asked.

    In research published on July 7, 2025, in the journal Physical Review Research, the pair presented an answer. They discovered an exact solution for a model that functions as a “damped quantum harmonic oscillator,” a quantum-scale version of a guitar string’s motion.

    It turns out that for roughly 90 years, theorists have tried to describe these damped harmonic systems using quantum physics—but with limited success. “The difficulty involves preserving Heisenberg’s uncertainty principle, a foundational tenet of quantum physics,” says Clougherty, a professor of physics at UVM since 1992. Unlike the human-scale world of, say, bouncing balls or arcing rockets, the famed Heisenberg uncertainty principle shows that there is a fundamental limit to the precision with which the position and momentum of a particle can be known simultaneously. At the scale of an atom, the more accurately one property is measured, the less accurately the other can be known.

    Lamb Chopped

    The model studied by the UVM physicists was originally constructed by British physicist Horace Lamb in 1900, before Werner Heisenberg was born, and well before the development of quantum physics. Lamb was interested in describing how a vibrating particle in a solid could lose energy to the solid. Using Newton’s laws of motion, Lamb showed that elastic waves created by the particle’s motion feed back on the particle itself and cause it to damp—that is, to vibrate with less and less energy over time.

    Dennis Clougherty and Nam Dinh
    University of Vermont professor Dennis Clougherty (right) and his student Nam Dinh wondered if there are systems in the atomic scale that behave like the vibrating motion of a guitar string in the Newtonian world. They found that the answer is yes—and solved a 90-year-old problem in quantum physics. Credit: Joshua Brown/University of Vermont

    “In classical physics, it is known that when objects vibrate or oscillate, they lose energy due to friction, air resistance, and so on,” says Dinh. “But this is not so obvious in the quantum regime.”

    Clougherty and Dinh (who graduated from UVM in 2024 with a BS in physics, in 2025 with a master’s degree, and is now pursuing a PhD in mathematics at UVM)—with support from the National Science Foundation and NASA—reformulated Lamb’s model for the quantum world and found its solution. “To preserve the uncertainty principle, it is necessary to include in detail the interaction of the atom with all the other atoms in the solid,” Clougherty explains, “it’s a so-called many-body problem.”

    Tiny Tools?

    How did they solve this problem? Hold onto your seat. “Through a multimode Bogoliubov transformation, which diagonalizes the Hamiltonian of the system and allows for the determination of its properties,” they write, yielding a state called a “multimode squeezed vacuum.” If you missed a bit of that, suffice it to say that the UVM researchers were able to mathematically reformulate Lamb’s system so that an atom’s oscillating behavior could be fully described in precise terms.

    And precisely locating the position of one atom could lead to something like the world’s tiniest tape measure: new methods for measuring quantum distances and other ultra-precision sensor technologies. These potential applications emerge from an important consequence of the UVM scientists’ new work: it predicts how the uncertainty in the position of the atom changes with the interaction to the other atoms in the solid.

    “By reducing this uncertainty, one can measure position to an accuracy below the standard quantum limit,” Clougherty says. In physics, there are some ultimate limits, like the speed of light—and that Heisenberg’s uncertainty principle prevents perfect measurement of a particle. But this uncertainty can be reduced beyond normal limits by certain quantum tricks—in this case, calculating the particle’s behavior in a special “squeezed vacuum” state which reduces the noise of quantum randomness in one variable (location) by increasing it in another (momentum).

    This kind of mathematical maneuver was behind the creation of the first successful gravitational wave detectors, which can measure changes in distance one thousand times smaller than the nucleus of an atom—and for which the Nobel Prize was awarded in 2017. Who knows what the Vermont theorists’ discovery of a new quantum solution to Lamb’s century-old model might reveal.

    Reference: “Quantum Lamb model” by Dennis P. Clougherty and Nam H. Dinh, 7 July 2025, Physical Review Research.
    DOI: 10.1103/9fxx-2x6n

    Funding: U.S. National Science Foundation, NASA Headquarters

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    5 Comments

    1. Eman rehab on August 20, 2025 10:16 am

      I have a research too but I am only 13.

      Reply
    2. Bao-hua ZHANG on August 20, 2025 3:46 pm

      Scientists have discovered a solution to the “damped quantum harmonic oscillator”. Their new model preserves the strange rules of quantum mechanics while capturing the damped vibrations of atoms, paving the way for what could become the world’s tiniest measuring device.
      VERY GOOD.

      Please ask researchers to think deeply:
      1. What is the physical reality of quantum?
      2. How do you understand quantum?
      3. What is the strange rules of quantum mechanics?
      4. Is the theory you believe in scientific and honest?
      5. What is the basis for defining the world’s tiniest measuring device?

      An entire generation has been severely misled, poisoned and fooled by so-called peer-reviewed publications. In today’s physics, the so-called peer-reviewed journals—including Physical Review Letters, Nature, Science, and others—stubbornly insist on and promote the following:
      1. Even though θ and τ particles exhibit differences in experiments, physics can claim they are the same particle. This is science.
      2. Even though topological vortices and antivortices have identical structures and opposite rotational directions, physics can define their structures and directions as entirely different. This is science.
      3. Even though two sets of cobalt-60 rotate in opposite directions and experiments reveal asymmetry, physics can still define them as mirror images of each other. This is science.
      4. Even though vortex structures are ubiquitous—from cosmic accretion disks to particle spins—physics must insist that vortex structures do not exist and require verification. Only the particles that like God, Demonic, or Angelic are the most fundamental structures of the universe. This is science.
      5. Even though everything occupies space and maintains its existence in time, physics must still debate and insist on whether space exists and whether time is a figment of the human mind. This is science.
      6. Even though space, with its non-stick, incompressible, and isotropic characteristics, provides a solid foundation for the development of physics, physics must still insist that the ideal fluid properties of space do not exist. This is science.
      And so on.

      The so-called peer-reviewed journals—including Physical Review Letters, Nature, Science, and others openly define differences as sameness, sameness as differences, existence as nonexistence, and nonexistence as existence—all while deceiving and fooling the public with so-called “impact factors (IF),” never knowing what shame is.

      The universe is not a God, nor is it merely Particles. Moreover, it is not Algebra, Formulas, or Fractions. The universe is the superposition, deflection, entanglement, and locking of spacetime vortex geometries, the interaction and balance of topological vortices and their fractal structures. Topological invariants are the identical intrinsic properties between two isomorphic topological spaces. Different civilizations may create distinct mathematical codes or tools to describe the universality and specificity of these topological invariants under different physical laws.

      Topology provides stability blueprints, but specific physics (spatial features, gravitational collapse, fluid viscosity, quantum measurement) dictates vortex generation, evolution, and decay. If researchers are interested in this, please visit https://zhuanlan.zhihu.com/p/1933484562941457487 and https://zhuanlan.zhihu.com/p/1925124100134790589.

      Reply
      • Chris Charles on August 21, 2025 6:42 am

        Horace Lamb was not British, he was a South Australian

        Reply
    3. Chris charles on August 21, 2025 6:50 am

      No horace lamb was british, but spent time in South australia

      Reply
    4. Haru Ki on August 21, 2025 8:04 am

      SciTechDaily top banner blocking my screen,,, annoying!?

      Reply
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