In review of
Internet literature wherein public interest in energy harvesting from the
earth's magnetic field has been expressed, two main objections to such
successful harvesting have been encountered. While most objecting parties
concede that the total energy stored in the earth's magnetic field at any
moment in time is massive compared even to projected world energy consumption
over upcoming decades, if not centuries, a number of them have also indicated
that the relative "local" weakness of the earth's magnetic field as measured at
any given point on the planet's surface makes such harvesting operations impractical.
The online encyclopedia Wikipedia documents the surface magnetic flux density
(B) as varying between 30 and 60 micro-Tesla over most of the planet's surface,
with corresponding values for magnetic field strength (H) of 25 to 50
Amps/Meter.
The second
objection has centered around uncertainty about how to convert such static
magnetic energy into useable electrical power, as typically a time-varying
magnetic flux has been needed to induce a voltage or current in a conventional
inductive coil. However, with the advent of superconductive materials, in which
DC surface currents are induced by a static magnetic fields' spontaneous rejection
from the interior of a superconductive medium, the second objection seems
unfounded, as will be discussed below.
I recently
investigated the questionable validity of the first objection by determining,
through static magnetic simulation using FlexPDE 5.0 software, the degree to
which a two-piece ferromagnetic antenna made from a relatively inexpensive substance
(like iron) can serve as a magnetic flux concentrator, with the anticipated
result being that a given length antenna would effectively capture and
concentrate within an air-gap the naturally occurring flux passing through an
adjacent volume of space much larger than the volume of the antenna itself. In
fact, the amplification gain returned on an investment in a given length
antenna was anticipated to vary as a scaled value of the square of antenna length.
Although I now only have a version of the software capable of a 2D simulation,
I tried to generalize initial explorations in 2D to a third dimension, with
harvestable peak magnetic flux densities in the air-gap (of 1 Tesla or so)
anticipated for antenna lengths on the order of 100 meters.
The antenna
looked simply like this:
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As discussed
above, the second major objection to magnetic field harvesting, that a static
magnetic field cannot be utilized for electrical power generation, may have had
some credence before the refinement of superconductive physics. However, if my
understanding is not too far off, physicists now recognize that a static
magnetic field can produce a DC current in a short-circuited superconductive coil,
and, should such a circuit be "opened" while providing an alternative path for
the coils' inductive current (either into a charged capacitor or DC-battery),
that stored "static" magnetic energy can indeed be converted into electrical
power. A variant of such technology already exists in SMES (superconductive
magnetic energy storage) systems, which are used to transfer electrical energy
into the magnetic field of a superconductive coil (and back again) on a
repeatable basis.
The presence
of a continuously refilling reservoir of magnetic energy within the antenna's
air-gap (which ultimately derives power, I think, from the sun's magnetic
"solar wind" – as manifests locally in the relatively constant terrestrial
magnetic field) may be later demonstrated as capable of providing relatively massive power
output via the coupling of a concentrating antenna design with a
superconductive coil and power electronics capable of enabling a rapidly repeatable
cycle of superconductive short-circuiting - followed by inductive energy
off-loading into a DC capacitor and subsequent DC to AC conversion.
Even
0.5 Tesla in a 0.01 cubic meter volume would store a magnetic energy of 100,000
Joules, which, if a 100Hz energy off-loading and "current refresh" cycle were realizable, would yield a
10MW power output capacity. I admit however, that with system complexities
being what they are, things are probably not quite as simple as that... does anyone who has access to FlexPDE 5.0 Professional version (unlimited nodes) have interest in extending this simulation, or even going as far as developing code for simulating a superconductive coil placed in conjunction with the antenna?
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