David W. Herrin, Ph.D.

Affiliations: 
2000 University of Kentucky, Lexington, KY 
Area:
Mechanical Engineering, Acoustics Physics
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Andrew F. Seybert grad student 2000 University of Kentucky
 (The energy source simulation method.)
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Publications

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Cheng G, Herrin D. (2018) Noise level prediction in a bakery using panel contribution analysis combined with scale modeling Journal of the Acoustical Society of America. 143: 1895-1895
Liu W, Herrin D. (2018) Application of acoustic fabrics to improve the insertion loss of a partial enclosure Journal of the Acoustical Society of America. 143: 1836-1836
Herrin D, Liu W, Bianchini E. (2017) Techniques to improve the low frequency and broadband performance of microperforated panel absorbers Journal of the Acoustical Society of America. 141: 3872-3872
Zhang Y, Herrin DW, Wu T, et al. (2016) Determination of Transmission and Insertion Loss for the General Multi-Inlet Multi-Outlet Case Sae International Journal of Passenger Cars - Electronic and Electrical Systems. 9: 210-215
Herrin DW, Cheng G. (2016) Far field prediction of sound pressure level using panel contribution analysis and scale modeling Journal of the Acoustical Society of America. 139: 2076-2076
Herrin DW, Ruan K. (2016) Simulation of noise propagation through heating ventilation and air conditioning ductwork Journal of the Acoustical Society of America. 139: 2060-2060
Hua X, Herrin DW, Zhang Y. (2015) The Effect of Phase Difference between Inputs on Insertion Loss for a Two-Inlet Muffler Sae International Journal of Passenger Cars - Mechanical Systems. 8: 989-994
Martinus F, Herrin DW, Seybert AF. (2007) Selecting measurement locations to minimize reconstruction error using the inverse boundary element method Journal of Computational Acoustics. 15: 531-555
Martinus F, Herrin DW, Seybert AF. (2003) Surface Vibration Reconstruction using Inverse Numerical Acoustics Journal of Engineering and Technological Sciences. 35: 61-80
Tao Z, Herrin DW, Seybert AF. (2003) Measuring bulk properties of sound-absorbing materials using the two-source method Sae Technical Papers
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