Brian R. Mace mostly deals with Vibration, Finite element method, Mathematical analysis, Wave propagation and Mechanics. The subject of his Vibration research is within the realm of Acoustics. His study in Finite element method is interdisciplinary in nature, drawing from both Waveguide, Transfer matrix and Geometry.
As part of his studies on Mathematical analysis, Brian R. Mace often connects relevant areas like Matrix. His Wave propagation research focuses on Dispersion and how it connects with Coupling, Acoustic dispersion, Dispersion relation and Phase velocity. His Mechanics research integrates issues from Structural engineering, Stiffness, Excitation and Sound pressure.
His primary scientific interests are in Finite element method, Vibration, Acoustics, Structural engineering and Mathematical analysis. His biological study spans a wide range of topics, including Wave propagation, Mechanics, Stiffness and Wavenumber. Brian R. Mace works mostly in the field of Vibration, limiting it down to topics relating to Control theory and, in certain cases, Active vibration control, as a part of the same area of interest.
Brian R. Mace interconnects Transmission and Energy harvesting in the investigation of issues within Acoustics. As a member of one scientific family, Brian R. Mace mostly works in the field of Structural engineering, focusing on Modal and, on occasion, Modal analysis. Brian R. Mace has included themes like Waveguide, Matrix, Geometry and Eigenvalues and eigenvectors in his Mathematical analysis study.
Brian R. Mace spends much of his time researching Finite element method, Acoustics, Nonlinear system, Vibration and Mathematical analysis. His Finite element method research is multidisciplinary, relying on both Structure, Sound transmission class, Wavenumber, Random field and Stiffness. His research integrates issues of Excitation, Spectral density and Microphone in his study of Acoustics.
His Vibration research incorporates elements of Frequency response, Equivalent circuit, Harmonic balance and Resonator. He combines subjects such as Wave propagation, Harmonics, Direct integration of a beam and Amplitude with his study of Mathematical analysis. His Wave propagation study combines topics from a wide range of disciplines, such as Waveguide and Mechanics.
His main research concerns Finite element method, Vibration, Stiffness, Acoustics and Mathematical analysis. His Vibration research is multidisciplinary, incorporating elements of Equivalent circuit, Energy harvesting, Composite material and Nonlinear system. In his research, Orthotropic material and Matrix is intimately related to Sound transmission class, which falls under the overarching field of Stiffness.
His studies in Acoustics integrate themes in fields like Energy transformation, Oscillation and Thermal energy. His Mathematical analysis research includes themes of Wave propagation and Wavenumber. His work carried out in the field of Wave propagation brings together such families of science as Amplitude, Equations of motion and Random field.
Brian R. Mace;Denis Duhamel;Michael J. Brennan;Lars Hinke
R. Ramlan;M. J. Brennan;B. R. Mace;I. Kovacic
Brian R. Mace;Elisabetta Manconi
D Duhamel;Brian Mace;MJ Brennan
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B.R. Mace;P.J. Shorter
Y. Waki;B.R. Mace;M.J. Brennan
B.R. Mace
Brian R. Mace;Elisabetta Manconi
Yong Xiao;Brian R. Mace;Jihong Wen;Xisen Wen
B. Mace
C. Mei;B. R. Mace
Y. Waki;B.R. Mace;M.J. Brennan
B.R. Mace
E Rustighi;M J Brennan;B R Mace
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B.R. Mace
Liuyang Xiong;Lihua Tang;Brian R. Mace
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Geng Chen;Geng Chen;Lihua Tang;Brian Mace;Zhibin Yu
Elisabetta Manconi;Brian R. Mace
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