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An ISO 9001 Registered Company
www.taconic-add.com
Commercial and Government Entity (CAGE) Code: 1C6Q9
North & South America
Taconic - Headquarters
Petersburgh, NY 12138
Tel: 518-658-3202 / 1-800-833-1805
addinfo@4taconic.com
Europe/Middle East/Australia
Taconic International Ltd.
Republic of Ireland
Tel: +353-44-9395600
add@4taconic.com
Asia
Korea Taconic Company
Republic of Korea
Tel: +82-31-704-1858
sales@taconic.co.kr
China
Taconic Advanced Material (Suzhou) Co., Ltd.
Suzhou City, China
Tel: +86-512-6286-7170
tssales@taconic.co.kr
Benets & Applications:
• Extremely low skew
• Nanotechnology based PTFE
laminate
• Drill quality of FR4 (1000+
hits/bit)
• Registration of FR4
• Extremely low berglass
content (~10%)
• <0.18% dielectric constant
variation within a lot
• Standard with at ED or rolled
copper
• Temperature stable DK
• Capable of 40+ layer large
format PWBs
• CAF resistant
• Semiconductor testing at 25
gbps and higher
• Test and measurement
• Optical data transport and
backplane routers
• Hybrid FR4 PWBs combining
microwave and digital signals
• Space and defense
EZ-IO-F
is a thermally stable composite based on
nanotechnology, spread weave, and PTFE.
Nanoparticle silica insures a drill quality on par with FR4 materials.
EZ-IO-F is based on a very low (~10 wt%) berglass content. e
nature of the spread weave provides a uniform dielectric constant and
impedance as suggested by skew testing. EZ-IO-F was created for the
next generation of digital circuitry where digital transmission speeds
start at 25 gbps and reach 112 gbps. EZ-IO-F was also designed for
microwave applications operating at increasingly higher frequencies
where there is a need to combine both digital and microwave circuitry
onto one PWB. EZ-IO-F was developed to challenge the best FR4
materials at the fabricator level in the most dicult 30-40 layer digital
applications.
Skew testing suggests a maximum skew of 0.3 picoseconds/inch and
an average skew of <0.1 ps/inch with no artwork rotation. Artwork
rotation of 15° shows a maximum skew of ~0.05 ps/inch and an
average skew close to zero. Interestingly enough, skew is at over
frequency when tested from 1-20 GHz.
EZ-IO-F is manufactured on industry leading no prole copper.
e newer ULP copper outperforms rolled copper and is the new
benchmark for high performance laminates. Signicant reductions in
insertion loss can be achieved with ULP copper vs. HVLP or rolled
copper.
EZ-IO-F is best combined with Taconic’s FR28-0040-50S (DF =
0.0018 @ 10 GHz) non-reinforced prepreg to achieve a stripline
channel having ~5 wt% berglass. Taconic’s fastRise™ prepregs are the
lowest loss prepregs commercially available that can be laminated at
FR4-like 420 °F lamination temperatures. e low insertion loss of
EZ-IO-F/ fastRise™ is only rivaled by the fusion bonding of pure PTFE
laminates, an expensive process which causes excessive movement.
fastRise™ is typically used at 77 GHz and will compete favorably with
any fusion bonded laminate without the cost and challenges of fusion
bonding.
EZ-IO-F can be obtained with the lowest prole resistor foils. e
nanoparticle’s design and lack of surface porosity enable the etching
of very ne lines (2-4 mil lines and spaces).
EZ-IO-F Spread Weave Next Generation Laminate