JBL 4435 Studio Monitor Speakers

10.00 $
Musical Instruments August 31, 2018 64

Description

JBL 4435 Studio Monitor Speakers

These are an "end game" speaker for many. I've owned the JBL4350 and these are just as good, if not even better in some areas. They seem to have a smoother and more natural midrange, along with that amazing JBL punch and dynamics. They are massive speakers and weigh in at 114Kg each. Shipping is possible, but neither easy or cheap. All bass drivers have been refoamed, as seen. Cabinets have been oiled. The trolleys they sit on are included with the sale and make them a lot easier to set up. I'd love to hang onto these and roll them out when I need my "JBL Fix" ! But I barely have the room for them these days and they're just being wasted here. Better they go to someone who will use and treasure them

Key Features:
b Frequency Response ( ? 3 dB):
35 Hz - 16 kHz (4430)
30 Hz - 16 kHz (4435)

b Sensitivity, 1 W @ 1 m:
93 dB SPL (4430)
96 dB SPL (4435)

b Flat power response 100“ x 100“
coverage [email protected]’ horn

b High frequency compression driver
with titanium diaphragm and pat-
. / ,’ ented diamond pattern suspension
b

380 mm (15 in) low frequency
transducer with 100 mm (4 in)
edge-wound copper ribbon
voice coil

Developed to meet the challenge of
digital and advanced analog recording
technology, the JBL Model 4430 and
Model 4435 represent a significant
new approach to two-way studio monitor
design: the incorporation of the
L
unique JBL [email protected] horn in a studio
monitor loudspeaker.


High Frequency Compression Driver

The Bi-Radial horn is coupled to a compression driver which is crossed over
at 1000 Hz. The driver features a titanium diaphragm with a three-dimensional
diamond-pattern suspension? Developed by JBL, this diamond surround offers.
an extended frequency response normally associated with exotic materials
while retaining ruggedness and high power capacity. The diaphragm is
pneumatically drawn to shape to eliminate stresses that cause fatigue, and a
phasing plug of concentric exponential horns eliminates phase cancellation.
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