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knowles.com
Footnotes:
a SPL at 10% THD
Note: • Ask about custom assembly options (lead wires, customer-speciied materials, etc.)
• To prevent heat damage, follow soldering guidelines in application note AN13 (knowles.com)
• Measurement data for reference only. Refer to model speciication for full dimensions and performance.
Impedance and Saturation SPL
Impedance 13.8 Ohms
Sensitivity to 100mV 96 dB SPL
Sensitivity to 1mW 97 dB SPL
Max SPLa 106 dB SPL
THD at 94dB SPL 0.4 %
THD at 100dB SPL 0.7 %
Typical Performance at 1kHz
Frequency Response and THD
Testing Conditions
using 100mV rms drive signal
—— IEC60318-4 (711) coupler with DB2012 adapter
••••• G.R.A.S. 43BA-2 (0.4cc) with bale adapter
—— THD
Knowles
1151 Maplewood Drive
Itasca, Illinois 60143
Phone: (630) 250-5100
Fax: (630) 250-0575
info@knowles.com
Ordering Information:
Model Number: WBFK-30095-000
Balanced Armature Driver
WBFK30095000
Single Tweeter