THOMAS E MACDONALD
Plumbers in Boston, MA

License number
Massachusetts 6613
Issued Date
Jun 25, 1973
Expiration Date
May 1, 1990
Type
Apprentice Plumber
Address
Address
Boston, MA 02131

Professional information

Thomas Macdonald Photo 1

Operations/Corporate Actions Manager At Numeric Investors

Position:
Operations/Corporate Actions Manager at Numeric Investors
Location:
Greater Boston Area
Industry:
Investment Management
Work:
Numeric Investors - Operations/Corporate Actions Manager


Thomas Macdonald Photo 2

Owner At High Level General Contracting

Position:
Owner at High Level General Contracting
Location:
Greater Boston Area
Industry:
Construction
Work:
High Level General Contracting - Owner


Thomas Macdonald Photo 3

Modular Acoustic Horns And Horn Arrays

US Patent:
2011006, Mar 24, 2011
Filed:
Oct 6, 2010
Appl. No.:
12/898947
Inventors:
David Edwards Blore - Westborough MA, US
Paul F. Fidlin - Wayland MA, US
Soichiro Hayashi - Framingham MA, US
Thomas E. Macdonald - Boston MA, US
Peter C. Santoro - Shirley MA, US
International Classification:
H04R 1/02
US Classification:
381338
Abstract:
A modular horn type loudspeaker and a modular horn array formed of modular loudspeakers. An acoustic horn includes a first acoustic module. The first acoustic module includes a first acoustic driver and a first acoustic duct, for conducting acoustic energy from the first acoustic driver. The first acoustic duct has a first opening through which acoustic energy is radiated. The first acoustic duct is characterized by a first centerline. A second acoustic module includes a second acoustic driver and a second acoustic duct, for conducting acoustic energy from the acoustic driver. The second acoustic duct has a second opening through which acoustic energy is radiated. The second acoustic duct is characterized by a second centerline. The first module and the second module are configured to be positioned and held in place so that the first and second openings are aligned to form a substantially continuous diffraction slot and so that the first and second centerlines are normal to an arc and intersect at a first one of a plurality of angles.