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PTFE Composites vs. Rubber (Hydrocarbon) Composites:
A
primary dierence between PTFE-based composites and rubber based (hydrocarbon) substrates is
PTFE is oxidation resistant. PTFE starts to degrade near 600 °C when the carbon-uorine bond starts
to fail. PTFE is a thermoplastic and does not have unreactive chemistry aer processing. Rubbers, however,
cure by a thermosetting mechanism and never cure to completion, thus leaving some level of unreacted
chemistry. Rubber substrates are not temperature stable or oxidation resistant which causes these materials
to turn yellow and then black with air/heat. Automotive rubber is typically sulfur cured and contains a high
level of carbon black. ese additives cannot be used in laminates due to their poor electrical properties.
Laminate suppliers cannot use the same strategies as the automotive industry to stabilize their rubber.
is leaves the rubber (hydrocarbon) products susceptible to temperature driven oxidation (a time and
temperature-based phenomenon). Oxidation, diusion, stress relaxation and any process that is temperature
related generally follows an Arrhenius relationship where the rate of oxidation doubles with every ten degree
rise. Rubber oxidation is no exception; with exposure to temperature and air, rubbers oxidize, embrittle and
their elongation and peel strengths decrease while their dielectric constants and dissipation factors increase.
PTFE-fiberglass products such as RF-
35A2 do not suer from a change in their
dielectric constant or dissipation factor
with temperature exposure. Figures 1 and 2
show the change in dielectric constant and
dissipation factor of a non-brominated rubber
(Hydrocarbon) and PTFE ceramic fiberglass
laminates (TLF-35, RF-35 and RF-35A2) with
exposure to air at 195 °C. Figure 3 shows
similar trends for peel strength. Copper peel
strength will decline with temperature due
to the oxidation of the copper in addition to
any factors that would cause embrittlement
of the resin system. This oxidation (yellowing)
will occur at as low as 95 °C over prolonged
time periods.
Df
Figure 1 Figure 2
Figure 3
Peel Strength (lbs./inch)
Dk
C o p p e r P e e l S tr e n g t h D e g r a d a tio n (h o ld @ 1 5 0 C )
3
3.5
4
4.5
5
5.5
6
6.5
PTFE �� ceramic - fiberglass
Brominated rubber (hydrocarbon)
Non Brominated
Rubber (hydrocarbon)
Dk Changes According to Aging Time (1,000 hrs.)
Copper Peel Strength Degradation (hold @ 150°C)
Days
0 200 400 600 800 1000
3.40
3.45
3.50
3.55
3.60
3.65
TLF-35 DK
Hydro Carbon
RF-35 DK
RF-35A2 DK
HOURS
0 200 400 600 800 1000
0.000
0.001
0.002
0.003
0.004
0.005
0.006
TLF-35 DF
Hydro Carbon DF
RF-35 DF
RF-35A2 DF
HOURS
Df Changes According to Aging Time (1,000 hrs.)
RF-35A2 Ultra Low Loss Power Amplifier Substrate