Faculty

Institution

Unit

Venue

Pierre Deymier

University of Arizona

Affiliations

Mathematics

Applied Mathematics

College of Engineering

Materials Science and Engineering

College of Science

Mathematics

NonePierre Deymier is currently serving as a Applied Mathematics faculty at University of Arizona.

Honors

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Experiences

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Education

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Pierre Deymier

University of Arizona

You can click a keyword to filter the displayed items

materials science applied physics physics condensed matter physics condensed matter mechanical engineering materials engineering surface science nanotechnology crystallography phonons acoustic metamaterials sonic crystal physical acoustics mechanics of materials quantum science solid mechanics material research acoustical engineering engineering acoustic wave propagation numerical simulations mechanical science crystal growth optoelectronics solid-state electronics metals elasticity (physics) electronic materials solid-state chemistry material modeling material simulation phononic crystals megasonic cleaning scientific computing adsorption solid-state physics material chemistry elastic waves experimental study inner solar system surface nanotechnology surface characterization sound propagation wavelet theory molecular dynamics study defect modes composite science structural chemistry theoretical biology vascular biology crystal structures two-dimensional phononic crystals liquid nickel molecular dynamics simulations endothelial cells protein science theoretical analysis sonochemistry nanoscale science mechanical modeling continuum modeling surface analysis absolute band gaps surface engineering physical layer cryogenics surface modification computational biophysics cell biophysics colloid chemistry colloidal systems experimental evidence theoretical study transient cavitation megasonic field crystal engineering advanced materials computational materials science

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Bright Future for Topological Acoustics. Nature Communications (2025)

architectural acousticsacoustic musictopological acousticsengineering acousticchamber acousticsoundmusicmusic information retrieval

Defect Localization in Heterogeneous Plate Structures Using the Geometric Phase Change – Index of Lamb Waves. Ultrasonics (2025)

defect localizationwave nonlinearitylamb wavessurface wavesheterogeneous plate structuresstructural mechanicswave propagationmechanical engineering

Elastic Bits in Granular Metamaterials: A Quantum-Inspired Framework for Robust Topological Computing. The Journal of the Acoustical Society of America (2025)

metamaterialselastic bitsscientific computingtopological materialstopologytopological quantum staterobust topological computingquantum computingapplied physicsquantum metamaterialsphysicsquantum information sciencetopological phasesgranular metamaterialsquantum sciencequantum materials

Monitoring Defects in Plates Using Topological Acoustic Sensing and Sideband Peak Counting. Ultrasonics (2025)

nondestructive testingstructural health monitoringacoustic signal processingacoustical engineeringsensorsacoustic sensorssideband peak countingsoundsignal processingtopological acoustic sensingvibrations

Quantum Logic Gate Analogies in Nonlinear Acoustics. The Journal of the Acoustical Society of America (2025)

nonlinear acousticsnonlinear phenomenanonlinear sciencephysicsquantum information sciencequantum logicquantum sciencequantum mechanics

Realizing Permutation Gates With Phi-Bits: Acoustic Quantum Analogue Computing. Journal of Applied Physics (2025)

applied mathematicsacoustic quantum analoguepost-quantum cryptographyquantum computingquantum algorithmsphysicsquantum information sciencequantum sciencecryptographic hardware

The Acoustic Dirac Equation as a Model of Topological Insulators. The Journal of the Acoustical Society of America (2025)

mathematical physicsapplied mathematicstopological materialstopologytopological quantum statetopological insulatorscondensed matter physicscondensed matterapplied physicsacoustic dirac equationtopological phasesphysicsquantum materialsspectral theory

A Comparative Study of Geometric Phase Change- and Sideband Peak Count-Based Techniques for Monitoring Damage Growth and Material Nonlinearity. Sensors (2024)

Guangdong ZhangTribikram KunduPierre A. DeymierKeith Runge

material nonlinearitysensor technologypeak count-based techniquessensorsdamage growthcomparative study

Acoustic Metamaterials for Realizing a Scalable Multiple Phi-Bit Unitary Transformation. AIP Advances (2024)

K. RungeP. A. DeymierM. A. HasanT. D. LataJ. A. Levine

acoustic metamaterialsacoustical engineeringcomputer sciencematerials sciencenanotechnology

Application of Acoustic Metamaterials to Phase Computing. The Journal of the Acoustical Society of America (2024)

Pierre A. DeymierKeith RungeM Arif HasanJoshua A. LevineMichael Leamy

audio electroacousticsacoustic metamaterialsacoustical engineeringengineering acousticmaterials scienceinstrumentation

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Pierre Deymier

University of Arizona

Affiliations

Mathematics

Applied Mathematics

College of Engineering

Materials Science and Engineering

College of Science

Mathematics

NonePierre Deymier is currently serving as a Applied Mathematics faculty at University of Arizona.

Honors

Create free account to unlock more features

Experiences

Create free account to unlock more features

Education

Create free account to unlock more features

Pierre Deymier

University of Arizona

You can click a keyword to filter the displayed items

Notable Scholarly Works

Notable Federal Grants

Collaborators

A Bright Future for Topological Acoustics. Nature Communications (2025)

architectural acousticsacoustic musictopological acousticsengineering acousticchamber acousticsoundmusicmusic information retrieval

Defect Localization in Heterogeneous Plate Structures Using the Geometric Phase Change – Index of Lamb Waves. Ultrasonics (2025)

defect localizationwave nonlinearitylamb wavessurface wavesheterogeneous plate structuresstructural mechanicswave propagationmechanical engineering

Elastic Bits in Granular Metamaterials: A Quantum-Inspired Framework for Robust Topological Computing. The Journal of the Acoustical Society of America (2025)

Monitoring Defects in Plates Using Topological Acoustic Sensing and Sideband Peak Counting. Ultrasonics (2025)

Quantum Logic Gate Analogies in Nonlinear Acoustics. The Journal of the Acoustical Society of America (2025)

nonlinear acousticsnonlinear phenomenanonlinear sciencephysicsquantum information sciencequantum logicquantum sciencequantum mechanics

Realizing Permutation Gates With Phi-Bits: Acoustic Quantum Analogue Computing. Journal of Applied Physics (2025)

applied mathematicsacoustic quantum analoguepost-quantum cryptographyquantum computingquantum algorithmsphysicsquantum information sciencequantum sciencecryptographic hardware

The Acoustic Dirac Equation as a Model of Topological Insulators. The Journal of the Acoustical Society of America (2025)

A Comparative Study of Geometric Phase Change- and Sideband Peak Count-Based Techniques for Monitoring Damage Growth and Material Nonlinearity. Sensors (2024)

Guangdong ZhangTribikram KunduPierre A. DeymierKeith Runge

material nonlinearitysensor technologypeak count-based techniquessensorsdamage growthcomparative study

Acoustic Metamaterials for Realizing a Scalable Multiple Phi-Bit Unitary Transformation. AIP Advances (2024)

K. RungeP. A. DeymierM. A. HasanT. D. LataJ. A. Levine

acoustic metamaterialsacoustical engineeringcomputer sciencematerials sciencenanotechnology

Application of Acoustic Metamaterials to Phase Computing. The Journal of the Acoustical Society of America (2024)

Pierre A. DeymierKeith RungeM Arif HasanJoshua A. LevineMichael Leamy

audio electroacousticsacoustic metamaterialsacoustical engineeringengineering acousticmaterials scienceinstrumentation

1
2
3
4
5
49
10 / page

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thermodynamics

engineering

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materials science

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applied physics

materials science

Efthimios Kaxiras

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applied physics

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engineering

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quantum molecular dynamics

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applied mathematical modelling

scientific computing