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)
Mallory Sonalert Products Inc Part # PSR10N08AK
Sales Outline Drawing Revision A
4411 South High School Road, Indianapolis, Indiana 46241 USA ● Phone (317) 612-1000 ● Fax (317) 612-1010 ● http://www.mallory-sonalert.com
Specifications:
Impedance () 8 ± 15% at 1500 Hz at 1.0V
Rated Power (W) 0.3
Max Power (W) 0.5
Resonance Freq Fo (Hz) 1200 ± 20% at 1.0V
Frequency Range (Hz) Fo ~ 20000
Output S.P.L. (dB) 86 ± 3 at .3w/.1m 1.0k, 1.2k, 1.5k, 2.0kHZ
72 ± 3 at 1w/1m 1.0k, 1.2k, 1.5k, 2.0kHZ
Magnet Size (mm)
5.3 x 1.0
Magnet Nd-Fe-B
Frame Material Metal
Operating Temp -20 to 55°C
Weight (g) 0.6
Options For other options contact factory
Dimensions: ± 0.2 (units: mm) ROHS Compliant