Introduction 1
Some facts and
implications 3
The Principles 5
More practical
Alternatives and Elaborations 8
If a little is
good, then a lot... 10
Getting More
Serious About Practical Problems 10
Mole's eye view 14
If it still don't work,
I gets a bigger 'ammer 16
What's your
tipple? 18
Illustrations of
some possibly useful configurations 20
A few years ago, eheu
fugaces, I wrote on the topic of energy storage in submarine tents of
compressed air.
http://fullduplexjonrichfield.blogspot.co.za/2011/01/energy-storage-renewable-energy-sources_04.html
One’s
mind tends to congeal around preconceptions (mine does anyway) so it was a long
time before I seriously considered alternatives, and I tended to sneer at ideas
concerning say, energy storage in the form of elevated heavy masses; they
struck me as limiting and inelegantly mechanical, bulky and small of scale.
Bear in mind incidentally, that it is important not to
confuse the concept of energy storage with that of energy generation; that is a
perennial hazard in trying to convey the value of energy storage. The
assumption is not that your storage device will produce energy, any more than
your flask will produce wine, or even produce water to turn into wine. It does
however leave room for recognising that as long as you can get the water or
wine in the first place, a flask can be more useful for storing that water (or
wine) than say, cupping it in your hands till you need it. Similarly, whereas a
wind turbine can generate power while the wind blows, or a solar cell can do so
while it is in sunlight, either or both would be useless in a calm in the dark,
and if one needs a constant power supply, then it is well to have a means of
storing the necessary energy against power-hungry intervals of still air at
night.
Recently however, an on-line discussion stimulated me
to think a little more flexibly, and as I now see things, it seems that there
is room for reflection. Most such schemes take the form of raising water and
letting it drive power turbines when necessary. Increasingly however, there is
a trend towards the storage of electricity in the form of batteries. And there
are other schemes, such as flywheel storage.
All those storage media have their points, and I do
not pretend that the principle I describe will supersede all of them, but it
does have points of interest and in special circumstances it might possibly be
of practical value. The necessary structures would have very few working parts
and should last indefinitely with minimal maintenance.
Oh yes, you ask, then why don't we raise water for all
our energy storage problems? And if it isn't in fact such a valuable way to
store energy, what possesses us to use it in all our great power generating
dams?
The answer is that we take advantage of the fact that until recently we
have had great tracts of land available to cover with water, and huge amounts
of water to cover them with, and people didn't fuss much about the consequences
of repeatedly flooding and exposing large areas of dam floor. But nowadays,
both monetarily and ecologically, the costs of land and water are everywhere
rising catastrophically.
So maybe there is no harm to keeping an eye open for future alternatives
to water storage dams for energy, especially if those alternatives have
particular advantages such as:
- not destroying or
consuming resources such as land and water on a large scale;
- not causing
pollution as fossils fuels and emptied dams do;
- not decaying in
storage or in use as batteries do; and
- not seriously
reducing the intensity or quality of the power they yield as they approach
the end of their store of energy.
In this last attribute, dams, most forms of
compressed air, flywheels, and batteries fall short.
So much for the sales talk.
Now, in this discussion, I will be cavalier with my arithmetic and my
engineering assumptions, and without apology; if the argument were dependent on
great precision, it would not be of much practical use, because most practical
engineering has to deal with dirty, noisy, approximate conditions and we can’t
afford systems that go haywire every time a passer-by sneezes. For example, for
convenience I choose figures so rough as to be nearly fictitious, not least
because I don’t want to bog down the discussion with pointless recourse to
calculators. And some parameters I hardly even consider, such as the price of
digging deep holes for construction; the devils in details vary with
circumstances, and an engineer who cannot make allowances for such
considerations in practice is not worth his salt. (Yes, I realise that some
engineers are women, but I generally assume that a woman who can make it in the
engineering world probably is very much worth her salt.)
Anyway, for convenience I assume for example that the density of lead is
10, whereas I fully realise that it is in fact closer to 11, and I take other
liberties with the facts too when I reckon that they are close enough for jazz.
But generally I am overly conservative, so you need not think that I am sneaking
in unjustified assumptions under a cloak of innumeracy.
How did lead get into this for example, you ask? Isn’t lead that nasty,
poisonous stuff? Yes, but that is one of its advantages. Its main use in bygone
years was in high-octane fuel, which rightly was discontinued, causing a slump
in the price of lead, which nowadays is used mainly in lead-acid batteries and
building materials such as roofing. And in my opinion, its use in batteries is
likely to wane in the next decade or two anyway.
For us it has other advantages too; technologically it is well
understood; properly used, it is easy to fabricate, and chemically fairly
inert, which takes care of a lot of safety concerns. Also, it is not flammable
in bulk.
And it is dense.
Proverbially dense in fact.
There are denser materials, some practically twice as dense, such as
depleted uranium, tungsten, osmium and so on, but all those are far more
expensive and not nearly as plentiful as lead. Mercury is nice, but much too
expensive, and even more poisonous than lead. In fact among common dense
materials lead is unique in its combination of favourable features at
affordable prices. Iron probably would rank next, and some of the suggestions
could have been based on iron instead, which has a density nearer to 8. But
I’ll assume lead for most purposes.
The figure 10 for the density is convenient because if we take a tonne
of lead as 1 cubic metre, then we can take the pressure exerted by a column of
lead one metre high as exerting a downward pressure of about one bar. And why
do I use a deprecated unit like bar? It simply is convenient; a bar is about 1
atmosphere and accordingly easy to visualise, and it is 100000 Pascal, for
those who prefer to think in Si units.
Accordingly a ten-metre column of lead exerts a pressure of ten
atmospheres, and so on. Roughly speaking, without making allowance for the cost
of heavier-duty machinery and structures, the higher the pressure, the greater
the efficiency and the higher the amount of energy that can be stored in a unit of a given design.
First principle: any time you can build a place high enough in which to
store a sufficiently dense fluid, you can in principle use it as an energy store
by constructing a suitable generator at its bottom outlet, and filling it with
that fluid. In this essay I'll assume an electricity generator, which is
general enough for our purposes. Suit yourself about thinking in terms of
alternative forms of energy.
The denser the fluid and the higher the drop and the higher the
pressure, the larger the energy capacity. Furthermore, such combinations
potentially increase both the energy density and the efficiency.
So far we have achieved the notional engineering sophistication of the
backyard mechanic who understands three principles.
- I reckon it's
working, so it aint broke, so don't fix it, and certainly don't even think of trying to improve it.
- If it really,
really won't work then look for someone who can lend you a hammer, and
explain to you which way round to hold it.
- If it still don't
work, look for someone with a bigger hammer.
An example of a device to store energy according to such principles
might be a cylindrical tower (yes, yes, I know, but other shapes such as cones
or mushrooms have cons as well as pros, and are less scalable in our context.
Our towers will be prismatic in principle and cylindrical in practice; just
watch this space).
Pump a fluid, say water, into the tower and when it is
full enough, we can withdraw energy by using it to drive our turbine or other
hydrodynamic generator; just open its tap to drive the turbine, and close the
tap or drive the turbine in reverse when we want to store more energy.
Simple.
Also problematic; the higher the tower, the higher the cost, and it
would take a big tower to store any energy. There are some
inconvenient facts.
Devices to
store energy by raising weights require some sophisticated engineering, and in
most circumstances they might be expensive to build to supply more than a few
megajoules. The fundamental problem is that it takes a lot of mass suspended at
a considerable height to store many megajoules.
Oh. What
are megajoules?
A
convenient measure of energy in any useful form.
Consider: 3.6 megajoules (MJ) equal 1 kilowatt-hour (kWh).
You might consume more energy than 1 kWh just in roasting a joint of
meat for a family meal, and yet, just 1 MJ is how much energy it takes to raise
a 10 Tonne mass 10 metres. That sounds energy-cheap of course, but
unfortunately, the other side of the coin is that from a ten tonne mass raised
ten metres, you can barely get enough energy to prepare a meal.
So it is hard to imagine the billions of tonnes of water that power
utilities need for schemes to store power in elevated storage dams.
One tonne of water occupies about 1 cubic metre, and a ten-metre column
of water exerts a pressure roughly the same as atmospheric pressure, and not
surprisingly, as already mentioned, if we work with molten lead instead of
water, then it takes a column about 1 metre high to exert a pressure equal to
one atmosphere.
And the same goes for a block of solid lead 1 metre high.
But how does one pump solid lead, why not just forget it and stick to
molten lead?
Well, molten lead presents its own difficulties, and there are other
advantages to solid lead apart from coolness and inertness.
Watch.
Consider a cylinder, say 100 metres, roughly as high as a thirty-story
building. Expensive, but not enormously so. Now you pump it full of water and
let it empty through a turbine. Suppose it has a diameter of about 3.6
metres (something like 12 feet or two fathoms for any Americans who still happen to prefer paces, palms, or perches); that rather eccentric figure I chose because it implies a cross sectional area of about ten square
metres. Then water to fill it weighs 1000 tonnes. And the energy you get out of
it varies with the height of the water column; full power from the top, half
power from water halfway up, and so on. The total output is the same as if you
had dropped 1000 tonnes through 50 metres, not counting the fact that the last
ten tonnes or so would yield practically no energy. (Hardly any pressure, see?)
At 1 megajoule per ten metres per ten tonnes, that cylinder could yield
something like 500 megajoules at best.
But suppose that instead of a 100 metre column of water, you had had a
10 metre high lump of lead in the top of the cylinder, and dropped
that. There would be one awful crash of course, but this is just an
illustration. The lead, all 1000
tonnes of it, would drop 90 metres, with a possible yield of some 900
megajoules. If we designed the cylinder so that the lead could stick 10 metres
out of the top, we could get a neat, round 1000 megajoules.
But what about a more useful arrangement, though less exciting? We could
dangle the lead slug on a chain wound onto a reel, so that it could wind down
peacefully, spinning a dynamo to generate electricity.
Much nicer of course, but we still must try to do better. That arrangement
would need a lot of moving parts with lots of wear and maintenance, and it is
no joke lifting and controlling massive weights like 1000 tonnes even once. The
gearing alone would be horrendous. In practice we might need to cycle the
system a few times daily, and each cycle would stress the system drastically.
Not very practical. Get a bigger hammer.
We most certainly are nowhere near to a practical
design yet, but let's see whether we can improve matters.
Notice that the dangling mass certainly would have some tempting points.
For a start, unlike the draining fluid, it would yield essentially full power
from the word go and continue doing so right up to the end; the pressure would
not peter out the way that the fluid pressure would. That simplifies a lot of
the design and permits more economical installation and running.
But what about all that wasted space? The slug only occupies 10% of the
tower. The fluid exploited the full volume, and unlike the slug, it smoothly
distributed the stresses that it exerted on the wall and base of the cylinder.
So. Retain the fluid. Make the cylinder smooth on the inside.
Manufacture the slug to fit into the cylinder with a sliding seal like a
piston, but no chains, no suspension, unless it seemed advisable to be able to
stop the mass at the top with an adequate set of actuated lugs that could keep
it parked when fully charged. That should not be a very demanding challenge.
The system could pump fluid in at the bottom, raising the slug by fluid
pressure. A ten-metre-long slug would require only about a ten-bar pressure to
raise it smoothly; ten bars however would be the pressure only at the lower
face of the slug; as the fluid level rose, its final mass, concentrated over a
ten square-metre area, would add its thousand tonnes or so to the store, giving
us a total pressure of about twenty bars.
That is enough pressure to be efficiently useful,
without being too high for realistic engineering. (I emphasise again that,
being inspired by the example of the wall of Saint Donald Trump, I am working
with convenient figures, not trying to preempt any professional's design.)
Now, this notional design, fluid and all, could yield about 1400 or 1500
megajoules, whereas even doubling the tower height without including the lead
would only yield a total of about 1000 megajoules; and you could buy a lot of
lead for the money saved by building a 100 metre tower instead of 200 metres.
Furthermore, the presence of a 10-metre lead slug floating on top of the column
of fluid would have a dramatically beneficial effect: it would guarantee a
minimum pressure of 10 bars even as the last few litres flowed out, a pressure
as good as the best that the fluid alone could yield with the tower chock full.
Starting to sound better, right?
Of course, it does assume some resources apart from the lead and the
tower; the fluid for one thing. If the structure stood by the seaside or even
by a perennial freshwater source, one simply could pump water in and run it out
indefinitely. But in most places water is not free and we are becoming used to
thinking of it in terms of responsibility. To waste 1000 tonnes of water per
cycle would not be responsible. But there are alternatives. Most obviously
there could be a reservoir into which the turbine discharged and from which it
would draw water to recharge the tower. With a some filtration and topping up
and a little disinfectant, it could stay good indefinitely.
One of the attractions of the power cylinder units is
that n
of them can be linked into the equivalent of n times the height or n
times the cross sectional area of the cylinder, according to preference. Ten
cylinders accommodating ten 10-metre-long pistons would in many ways be
equivalent to one much higher cylinder with a single 100-metre-long piston, but
without the forbidding pressure problems.
In short, many of the desirable attributes of such
devices are linearly scaleable over wide ranges of sizes, and they offer pretty
fair economies of scale too, before the dis-economies of scale begin to bite.
Such principles of scaling could be exploited in many
ways and should improve both the versatility and the maintainability of a
large system.
Such a battery of cylinders could be designed easily
to accommodate a million tonnes of lead or cast iron in say a square kilometre of land, and
to offer building space on top. In cylinders with a working height of 100
metres it should be possible to store something like a million megajoules by
raising a million tonnes, something like 300 gigawatt-hours, enough to run
quite a large city for a week or two.
After all, hubris is one of humanity's major virtues,
not so?
More to the point such stored energy could buffer
realistic power generation shortfalls for months of routine operation perhaps.
For that sort of function a square kilometre is pretty compact, especially when
the area above the battery need not be wasted, but be available for office space or industrial construction or the like.
The devil is nowhere more present in the details, than
in simplicity. Let us consider a few complications.
To begin with, you object, if I think of suspending
1000-tonne lead weights at the tops of towers 100 to 200 metres high and deep,
I surely should be running for president and building walls around national borders, instead of wasting
your time with such nonsense.
Even constructing such a lump on the ground would be a
non-trivial task, let alone manipulating it. It would not be just a scaled-up
version of casting fishing sinkers, even if one tried to do it in situ. And
what about the necessary precision? If leakage past the piston were not
completely trivial, the system could hardly store the output of a hamster wheel
for a day.
True.
But once again, what might be in the details?
Let's start with the concept of precision. It
shouldn't be too bad a problem. Given that the engineers will have designed the
towers to take the necessary pressure, I suspect that a steel or a pre-stressed
concrete cylinder lined with steel sheet, and either polished or lined with a
suitable, carefully smoothed polymer, possibly epoxy or silicone, would do very well.
Then the slug — it need only fit to within a mm or two
for a thoroughly manageable manufacturing job. But supply it with the
equivalent of piston rings of suitable polymer all the way up, and the fit
could be very tight and resilient. I suspect that for wear resistance and low
friction self-lubrication, piston rings of ultra-high-molecular weight
polyethylene (UHMWPE) would last indefinitely. With piston rings of such
materials, no gap, such as we have in the typical metal piston ring, should be
necessary.
But again, those are details.
And yet, you suspect that I still am skirting the
problem of handling thousand-tonne slugs, don't you?
True.
But divide and conquer, say I. Fabricate the floor, walls, and top of the
piston of suitable steel. Whether our steel be stainless, or coated with a
polymer such as a suitable epoxy, or both, I do not mind. It should supplied
with a suitable lid that is proof against leakage of the cylinder's working
fluid, and it should be installed empty, but complete with piston rings. Such a
unit shouldn't weigh more than a few tonnes. Once installed in the cylinder, it
then could be floated to a comfortable depth for the operation, and then it could be filled with
lead.
We had better never want such a completed piston taken out for
maintenance you say? Maybe, but that was the good news. Such a piston filled
with a thousand tonne slug of lead would be a long term disaster waiting to
happen, maintenance or no maintenance.
Well, in my opinion lead (or just possibly cast iron)
would in fact be the right material, but we need not think in terms of using it
as a single slug. There are two obvious ways of filling the piston without
having to destroy it to remove the content: either pack it with lead segments,
or fill it with lead pellets or rods, then fill the gaps with a suitable
grease, soft wax, or heavy oil.
Now, the lead pellet idea is not so attractive because
of the low density to be expected, though a suitable choice of combinations of
pellet diameters would have attractions if the pellets were packed with
vibration to settle them closely under the oil filler.
Instead of the pellets and their attractions, I prefer
the idea of large metal segments. A notionally perfect packing would be possible, with
segments of shaped lead of convenient size for handling, say a tonne or perhaps
just 50 kg each. Prisms could be cheaply extruded, possibly on the spot, though
that is a detail, and installed in vertical arrangement in the steel piston.
Special sections could be installed to fill in peripheral gaps. Oil could fill
the spaces, ease the fitting and remain to protect the metal.
My own preference
however, would be for pieces in the shape of sectors of circular slabs, of a
size to fit into the inner space of the piston like pie slices. In narrower
cylinders entire disks might be better. Units might be contoured for
sophisticated fitting, though I doubt that would be necessary or desirable. If
a central vertical passage were to accommodate a closed pressure tube, it would
be possible to expand such a tube to force the sectors against the steel piston
wall to force a good contact between the piston rings and the cylinder wall.
Whether that would be important in practice, I cannot guess in advance. It
might be better instead to fill the packed piston's ullage with oil or grease
under pressure. But in any case such segments should give the piston a
density practically as good as solid metal.
The thickness of the pie-slice sectors would depend on
the most convenient mass to handle; I suspect that pie slices weighing several
tonnes each would be convenient, conveyed by a crane and positioned by hand.
The upper face of each slice would have a hollow above its centre of mass to
engage the lifting cable; for the rest it would be as smooth as practical. As
the best design would not have the upper and lower face of equal shape, only
the upper face has such a recess, thereby rendering incorrect installation less
likely. Given a gap of diameter 3.6 metres in the piston into which the lead
must fit, each metre of thickness would weigh one hundred tonnes. A layer 20 cm
thick would weigh twenty tonnes. Split
that into ten slices of 36 degrees, and each slice would weigh two tonnes; a
convenient figure for a man to push around for fine positioning at the end of
the lowering cable, but if desired, the thickness and angle of the slices could
be adjusted either up or down.
But, still assuming two-tonne slices, five layers of
ten slices would be fifty slices in a 1-metre layer of lead, weighing a total
of 100 tonnes, and a thousand-tonne ten-metre piston would require 500 slices.
Tedious, but not forbidding. Installation of the lead, or removing it for
maintenance, should take less than a week I reckon. For really large
installations with multiple cylinders and pistons, robot gantries instead of
human controlled ballast handling probably would be more economical and safer,
both for installation and for maintenance.
The speed of laying the slices, plus the precision of
placement and stability of each layer could be improved by so contouring and
lubricating the upper and lower surfaces of the slices that they would mate and
instantly settle into position as soon as they were put down anywhere within
several cm of the proper position, and that position should alternate in angle
between layers so that the slices in each layer would be held firmly in place
without slipping or sliding about and each slice would lie above the contact
line between the slices immediately beneath, and not immediately above any
single slice. The options for suitable patterns are very wide and trivial to
design, so I'll not discuss them here, except to remark that the base of the
piston container should match the underside contour of the slices.
The steel jacket could be proof against accidents that
would ruin a solid lead piston.
Once installed in the cylinder on top of the working
fluid, the piston should never have anything to do but float up and down,
passively, slowly and smoothly without much friction to speak of. Its working
life without maintenance should be indefinite, even if the fluid needed
occasional replacement.
A possible exception might be when the piston must be
held in position either for some maintenance work or for static storage of
energy when there is no room to store more and there is no demand. It seems to
me that the best way to handle this would be with sets of static detents in the
form of say, rectangular steel beams recessed radially into the cylinder walls
at appropriate heights. At need they could be projected say, some tens of cm
into the cylinder. Two detents in each set would be adequate in theory, though
three would be better, and six or eight better still, but again, let the
engineers decide. The faces of the detent beams would be contoured to match the
inner surface of the cylinder to let the piston pass harmlessly when they are
not in use. Their vertical dimension would be far less than the length of the
piston, and preferably less than the width of the piston ring face, so that
either damage or the vertical escape of fluid past the recess should be
minimal.
Mass and height are crucial to the function of the
units, but in other respects most of the system is very simple. But even
simplicity entails complexity in unexpected ways.
To begin with, we are speaking of a lump of lead
reciprocating in a smooth cylinder, than which not many ideas could be simpler.
Still, we must recognise that one complication already touched on is that of
scale. To store and deliver interesting amounts of energy we need a big lump of
lead and a big cylinder, both in diameter and height. And the cylinder also
needs to stand up to sizeable internal pressures. Even at modest pressures such
as twenty bars, one would not like to be too near a cylinder a few metres
across if that wall ruptured.
But large, precise, rupture-proof walls are expensive.
One way to reduce the risk would be to drill vertical
shafts into hard ground to accommodate the lower regions of the cylinder,
preventing any dramatic ruptures. And the deeper the shaft, the more energy could
be stored. However, shaft sinking is an expensive activity, so one would not
wish to dig more deeply than necessary. And no matter how deep the shaft, the
higher one could extend the cylinder economically above ground, the greater the
economy and usable scale. And one could increase the practical height by
retaining the rocky spoil from the shaft to pack round the base of the
above-ground part of the cylinder. And if we were to increase the scale by
constructing a battery of daisy-chained cylinders in a fairly close array, with
perhaps five-or-ten metre spacing, we could manage some serious height, say
fifty or 100 metres down and up.
One could of course make use of existing excavations
such as abandoned quarries, mine shafts, or open-pit mines that thoughtless
conservationists tend to be rabid about remediating instead of re-using. (Have
a read in Wikipedia under headings such as "Environmental
remediation" and "Remediation of contaminated sites with
cement".)
Such opportunities tend to be in short supply, so they
should not be regarded as routine resources, but where they are available, and
there in no foreseeable temptation say, to fill them with water as reservoirs
or lakes, there also is no reason that they should not accommodate cheap, deep,
and very large-scale gravitational energy-storage installations, both
underground and above-ground, together with whatever facilities could be
established beside or on top.
Even where one just uses rock walls for supporting one
side of a bank of cylinders several hundred metres high, that could be
extremely valuable for reducing costs. The cost of digging recesses into the
walls to accommodate cylinders would be only a fraction of the cost of sinking
shafts of comparable size. And many abandoned open-pit mines are several
hundred metres deep.
And the scope for batteries of cylinders capable of
supporting entire major cities for weeks if necessary, could transform the
prospects for exploiting renewable energy resources such as wind, wave, or
solar.
Admittedly, though there are major opportunities for
similar facilities at sea, I am interested mainly in inland facilities, because
I think that submarine tents offer better and less resource-hungry prospects.
See for example: http://fullduplexjonrichfield.blogspot.co.za/2011/01/energy-storage-renewable-energy-sources_04.html
But it is not sensible to omit notional prospects out
of hand, so ...
The entire principle so far has been to raise the
largest possible mass to the greatest possible height (Balloons anyone?
Dirigibles?) and dropping it to the greatest possible depth. The hydraulic
approach has special advantages for driving turbines, but it is not the only
promising principle. For instance, instead of inert pistons, we could have
linear motors/dynamos inductively coupled to circuitry in the cylinder walls.
Notionally that would obviate the need for any fluid at all, and even the need
for any cylinder at all — all sorts of shapes would do better, and no piping
and the like — but that is another story and would require more adventurous
technology. For present purposes I shall stick to discussing the more
pedestrian option of hydraulic power transmission.
However, the constraints include the cost of building
high, and the cost of digging deep. Also there is the cost of attaining the
strength and the diameter of the cylinder.
Other constraints are the mass of fluid, and the size
of the piston. So what do engineers do with the parameters during the
conceptual design phase? They juggle the parameters and try to optimise the
compromises for given applications. If we can increase the mass of the lead
sufficiently, we can reduce the height and depth and even the diameter of the
cylinder without affecting the output.
Well, why should we have a top on the cylinder at all,
beyond what is necessary to keep out weather and dirt? If the piston is allowed
to project out of the top, then there is no immediate limit to its length, so
there is no reason it should not be as long as the cylinder, filling the
cylinder completely when it reaches the bottom. This yields ten times the
pressure that a column of water would, and twenty times the energy. There are of course limits to how high the
column could reach without overbalancing, but they would not be very close, and
struts to support the column would be relatively cheap.
On the same principle, there is no reason the piston
should not be still longer than the cylinder, thereby increasing the mass
without having to dig deeper or build higher.
In case one wished to avoid really high structures
however, then instead of making the piston simply cylindrical, the part that
never descended into the bore could extend out sideways, instead of vertically.
Triple the diameter, and it would be nine times as massive as the same diameter
of shaft, and easier to balance.
The engineers designing the shaft would of course have
to balance the choice of materials and the structures for safety, reliability,
durability, and manageability, but that is what engineers are for.
Bless the dears!
The choice of fluid in the system is not necessarily automatic. In
principle it need not be a liquid, and even some gases would do. Of course, I do not deny
the possibility of using any gas at all, and elsewhere I have
agitated for the use of air for underwater power storage. However, gases do
have their shortcomings. For our purposes the first one is that they are not
very dense, and we really value density in our working materials. Another is
that compressed gases tend to be more dangerous than pressurised liquids, because in the
event of a rupture they expand explosively, hurling debris dangerously for long
distances. Thirdly, because of their ability to waste power in expansion and
contraction, they entail many inefficiencies.
So, suit yourself, but I shall not consider gases seriously in this
application.
I have mentioned water from time to time, for example where it is
available for the pumping, such as beside the sea or similar water bodies, and
water, especially free water, definitely has its attractions. A slightly
concentrated brine with a small admixture of biocides such as zinc and boron
salts should remain indefinitely clean and safe to handle, but however well you
looked after it, it would inevitably present problems of corrosion. It also is
not a very attractive heavy-duty lubricant.
So though I do not deny its possible value, I am not enthusiastic about
the use of water.
Instead of water, we could use a suitable organic fluid, say diesel fuel
or kerosene; it would be only about 0.8 times the density of water, and would
cost a good deal more, but it could have its attractions all the same. For
example, some such fluids are more mobile than water, requiring less energy to
pump. Also, at the end of its period of use, such liquid still would retain
much of its original monetary value. And with suitable selection of structural materials,
suitable organic liquids could aid in protecting and lubricating seals and
moving parts. It would be interesting to contemplate the use of semi-solids
such as greases instead of liquids, but that is a matter of engineering detail
that we need not discuss yet.
If we were willing to work with suitable materials under suitable
pressures at low enough temperatures, we even could think in terms of liquid SO2
(density 1.4) or the like. However, having had to deal with quite modest
quantities of SO2 myself in my murky past, I hesitate to recommend
it to anyone in quantities of tens to thousands of tonnes.
Chlorinated organic compounds such as CCl4 and larger
molecules, preferably non-volatile, have their own attractions and are
comparatively cheap and fireproof, but I do not offhand know of any that is at
once cheap enough and otherwise attractive. Also, in spills, they could be very
troublesome to clean up in comparison to simple hydrocarbons.
Of course, even oils are destructive to various materials, and they
produce vapours that are harmful to workers and present fire hazards, but such
problems are well understood and manageable.
Subject to good arguments to the contrary, my favoured option remains
something along the lines of a light oil mix that will not present problems of
freezing or leaking at ambient working temperatures.