
4-1
3
CHART
1.
GALVANIC
SERIES
IN
SEA WATER
Corroded end (anodic) Lead
Magnesium
Magnesium alloys Muntz metal
Zinc
Naval brass
Galvanized steel
Galvanized wrought
iron
Nickel (active)
Inconel (active)
Aluminum:
Tin
Manganese bronze
52SH, 4S, 3S, 2S, 53ST
Aluminum clad Yellow brass
Admiralty brass
Aluminum bronze
Copper
A17ST, 17ST,
24ST
Ambrac
Cadmium Red brass
Aluminum: Silicon bronze
70-30 copper-nickel
Mild steel Comp.
G,
bronze
Wrought iron Comp.
M,
bronze
Cast
iron
Ni-resist Nickel (passive)
Inconel (passive)
13% chromium stainless steel (type 410-active) Monel
50-50 lead-tin solder
18-8 stainless steel type 304 (active)
18-8-3 stainless steel type 316 (active)
18-8 stainless steel type 304 (passive)
18-8-3 stainless steel type 316 (passive)
Protected end (cathodic or most noble)
It is often convenient to use the relative permittivity,
E,,
defined by
er
=
€/EO
The relative permittivity,
E,.,
is a function of temper-
ature and frequency. From Table
9,
which gives the
values of
E,.
as a function of frequencies at room tem-
perature,
it
is easy to get values
of
E
from
E
=
€,./Eo
In
the international system
of
units, the permittivity
of vacuum
is
equal to
E,,
=
8.854
x
F/m
and we have
Coulomb’s Law
F
=
(1/4w~n~~-)(qlqdR~)
Gauss’s Law
aJ
=
(Eg€,.)-l2qj
The dissipation factor of an insulating material
(Table
9)
is defined as the ratio of the energy dissipated
to the energy stored
in
the dielectric per hertz, or as the
tangent
of
the loss angle. For dissipation factors less
than
0.1,
the dissipation factor may be considered
equal to the power factor of the dielectric, which is the
cosine of the phase angle by which the current leads
the voltage.
Many of the materials listed
are
characterized by a
peak dissipation factor that occurs somewhere in the
frequency range, this peak being accompanied by a
rapid change in the permittivity. These effects are the
result of a resonance phenomenon occurring in polar
materials. The position
of
the dissipation-factor peak in
the frequency spectrum is very sensitive to temperature.
An increase in the temperature increases the frequency
at which the peak occurs,
as
illustrated qualitatively in
Fig.
3.
Nonpolar materials have very low losses without
a noticeable peak;
the
permittivity remains essentially
unchanged over the frequency range.
Another effect that contributes to dielechic losses is
that of ionic
or
electronic conduction.
This
loss,
if
present, is important usually at the lower end of the fre-
quency range only and is distinguished by the fact that
the dissipation factor varies inversely with frequency.