The promising perspective of
Concentrating Solar Power (CSP)
Paper presented at the conference
Futures Power Systems 2005 in Amsterdam, 16-18 November 2005.
Evert H.du Marchie van Voorthuysen
Director of GEZEN Foundation for Massive Scale
Solar Energy, www.gezen.nl,
Nieuwe Kerkhof 30a, 9712 PW Groningen, The Netherlands. E-mail: voorthuysen@home.nl
Abstract--
Concentrating Solar Power is the
technology that is applied in a solar thermal power station. Solar
radiation is concentrated on the boiler of a conventional power
station. A review is given on the six concentration methods. Following
a stagnation period of 15 years several new CSP projects have been
announced. The Direct Normal Irradiation (DNI) and the yield
of CSP-stations are calculated for cloudless days in Southern
Morocco and Northern Australia. A baseload CSP plant of 1 GWe requires
34 km2 of mirrors. A portion of these
mirrors can be operated by independent solar farmers. Storage of solar
heat enables solar electricity production at night. In the
future hydrogen and chemical energy storing materials like zinc metal
will be produced using concentrated solar heat. CSP is
already competitive in sunny countries currently using oil generated
electricity. In the future the investment costs of CSP will be 3600 $/kWe,
making CSP electricity about just as expensive as nuclear electricity.
Index Terms—
Chemical energy storage
Desalination
Desert regions
Hydrogen economy
Energy storage
HVDC transmission lines
Solar power generation
Solar energy
Thermal energy storage
Zinc
I. Introduction
In the beginning of the twenty-first
century the world is confronted with three major problems: i. the
global climate change caused by the anthropogenic greenhouse effect,
ii. the energy shortage of which the high oil prices are a symptom,
iii. the shortage of fresh water in many parts of the world. Four
different solution strategies are widely proposed:
·
Increase of energy efficiency and energy saving
·
Massive introduction of renewable energy technologies
·
Coal gasification together with CO2-sequestration
·
Massive (re)introduction of nuclear energy.
There is a widely felt common understanding that the solution
strategies at the top of the list are preferable to those lower down.
The massive reintroduction of nuclear energy and the introduction of
CO2-sequestration in particular should not be implemented unless it
becomes clear that all renewable energy options together would be
insufficient to solve the energy and climate problem.
Of all sources of renewable energy solar
energy is by far most abundant. There are two methods to extract
electricity from solar radiation: Photovoltaics (PV) and Concentrating
Solar Power (CSP). According to a study by the International Energy
Agency [1] CSP is a factor 3 cheaper than PV, at present, and in the
future. In this paper we show that there are no economic objections
against a massive deployment in the world of Concentrating Solar Power.
II. CSP Technology
A. Harvesting Solar Heat
A solar thermal power station is a
conventional power station in which the burning fossil fuel in the
boiler is replaced by the heat from concentrated solar rays. Six
different optical methods can be applied to concentrate sunlight, see
Table I. The high oil prices and the growing concern about climate
change have triggered many new projects for building solar thermal
power stations. The table mentions only the existing stations and the
most recently planned projects, which are not listed in the overview of
Greenpeace [2]. As all relevant information originates from private
companies, we give their names in the footnote to Table I enabling the
reader to continue his/her investigation.
In the first two configurations of Table
I the mirrors rotate along one North-South oriented axis in order to
keep the rays concentrated onto a line-focus. A receiver tube which is
located in this line-focus contains a streaming liquid which absorbs
the solar heat. The liquid is either oil, a mixture of liquid salts or
boiling water, see Fig.1. The receiver tube of a linear Fresnel mirror
field is stationary whereas parabolic troughs and linear Fresnel lenses
have moving receiver tubes.
The last three configurations of Table I have a point focus and the
necessary rotation occurs along two axes. The concentration factor of
the solar radiation is higher, leading to higher operating
temperatures. The common focal point of the heliostat mirrors is
located in a receiver on top of a solar tower.
Solar thermal power stations are located in dry climates, often
deserts. During sand-storms and heavy hail-storms the mirrors are
turned upside down. The protection strategy for lense systems is still
unknown.
B. Electricity out of Solar
Heat
The most common method for producing
mechanical power and hence electricity from concentrated solar heat
using the first four technologies of Table I is the Rankine
cycle. The basic solar thermal power station consists of a
mirror field (or the roof of a greenhouse consisting of linear Fresnel
lenses), receiver(s), a heat exchanger, a boiler, a turbine, a
generator, and a condenser. The heat exchanger can be omitted when
steam is produced directly in the receiver. The condenser is cooled by
sea water, a wet cooling tower, or by means of air cooling.
The peak in the electricity output conveniently coincides with the peak
demand from air conditioning appliances. Occasional cloudy
days can be dealt with by means of burning gas, oil, or hydrogen in the
boiler.
TABLE I
Concentrating Technologies
|
Optical method
|
focus
|
Tempe-rature (0C)
|
Heat transport to boiler
|
World capacity October 2005 (MWe)
and Operators
|
Supp-liers
|
in
operation
|
under
construction
|
Plan-ned
|
|
1
|
Parabolic
trough mirror
|
line
|
300-550
|
Oil,
liquid salt, water+steam d
|
354
j
|
100
k
|
514
l p
|
d,e
|
2
|
Linear
Fresnel mirror a
|
line
|
250-500
|
Water+steam
|
3
f
|
13
f
|
5
n
|
f,g
|
3
|
Linear
Fresnel lens b
|
line
|
250-400
|
|
|
|
|
|
4
|
Solar
tower with field of heliostats
|
point
|
300-1000
|
Air,
liquid salt, water+steam
gas turbine
|
|
10
o
|
|
|
5
|
Solar
dish
|
point
|
400-1500
|
Stirling
engine
|
1
|
|
800
h
|
h
|
6
|
Fresnel
lens c
|
point
|
400-1200
|
Micro
turbine
|
|
|
|
c
|
Refs.[3]-[4]. b. Chris van
Felius, Rotterdam, The Netherlands, private communication. c.
International Automated Systems, Utah, USA d. Schott AG,
solar, Mainz, Germany. e. Solargenix Energy, Raleigh, NC, USA. f. Solar
Heat and Power, Sydney, Australia. g. Solar Power Group GmbH
München (successor of Solarmundo, Belgium). h. Stirling Energy
Systems, Phoenix, Arizona. j. FPL Energy, Juno beach, Fl,
USA; the plants were built in 1984-1990 by Luz International, USA. k.
Solarmillennium AG, Erlangen, Germany and ACS Cobra, Madrid, Spain.
l. Iberdrola, Bilbao, Spain. n. Kernenergieen,
Stuttgart, Germany. o. Abengoa, Sevilla, Spain. p. Ref.[5]
Like many conventional power stations
in the subtropics, solar power stations in coastal regions can be
combined with desalination of sea water; the temperature of the
condenser is increased to about 75 0C, causing
a slight decrease in efficiency, but saving the investment of the bulky
low-pressure turbine.
In the Multiple-Effect Desalination (MED) process sea water is
distilled in a series of 10 to 15 vessels at decreasing temperatures
and pressures. In combination with solar thermal power plants, MED
desalination is more economical than Reverse
Osmosis desalination [6].
In the future solar towers may become equipped
with novel hybrid gas turbines employing solar pre-heating
[7]. Solar dishes and Fresnel lenses usually have Stirling
engines or microturbines in their focal points and are by nature
comparatively small (20 - 100 kWe). They do not enjoy the same economy
of scale as do the trough and tower systems so it is doubtful whether
they will ever form the backbone of multi-GW grid-connected
systems. However, solar dishes and Fresnel lenses could play
an important role in the decentralized part of the solar economy, see
section II.5
C. Calculation of the Solar
Yield and its Seasonal Variation
The Direct Normal Irradiation (DNI) is
defined as the intensity
of the radiation that originates directly from the sun prior to
scattering. Concentrating solar techniques utilize only the
DNI, whereas solar cells (PV = Photo Voltaics) and solar boilers also
utilize diffuse radiation. The DNI just before entering the atmosphere
is I0 = 1376 W/m2.
The cloudless atmosphere absorbs and scatters radiation, the remaining
transmission fraction Tr depends on the
zenith angle z
between the perpendicular and the direction of the sun and on
the altitude. A good approximation for the transmission factor is [8]:

Fig.1. Cross-section of a
parabolic trough mirror with the receiver tube isolated by vacuum and
covered by a spectral-selective coating, not to scale.
Tr(z) =
ao
+ a1 exp(-k
/cos z)
(1)
The factors ao,
a1,
and k depend strongly on the altitude and
slightly on the climate. In this paper we apply the values for sea
level: ao = 0,13, a1
= 0,76, and k = 0,39.
The zenith angle z depends on the
declination d of the sun (-23.50
< d
< 23.50 , dependent on the date), the
geographical latitude ph and the time
angle of the day om (om
= (t - 12).150, with t
the clock time in hours in the 24 hours system) in the following way:
cos z = sin d
sin ph + cos d cos ph
cos om
(2)
The DNI at ground level is
DNI (z) =
1376 Tr (z)
(3)
The largest cost factor of a solar
thermal power station is the collector field of mirrors or lenses,
therefore the most relevant parameter is the irradiation per m2
of mirror or lens. Solar dishes and Fresnel lenses are
oriented towards the sun, so for them the DNI is the relevant
parameter. For collecting systems
that are in a horizontal position such as linear Fresnel mirrors and
linear Fresnel lenses the intensity of the solar radiation Ihor
is
weakened by a factor cos z:
Ihor
(z) = DNI (z)
cos z (4)
The angular weakening factor for
parabolic troughs and heliostat mirrors is less severe.
For two different locations on
the Earth on two different dates we calculated the DNI and the
horizontal irradiation Ihor for
each hour using the equations (3) and (4) and out of these
numbers the total daily yield in kilowatt hours. In the
tropics we chose Darwin (Australia), ph =
120 latitude South, and in the subtropics
Southern Morocco, ph = 280
latitude North.
In the summer there is not much
difference between the tropics and the subtropics, but at winter time a
tropical site is superior. However, table II does not take
clouds into account. In most tropical regions clouds reduce the annual
production of CSP plants to such an extent that they probably never
will become viable. Detailed DNI-values can be calculated from
satellite data of moisture and dust, gathered over many years for all
locations on Earth [9].
TABLE II
Maximum and Minimum Irradiation in the Tropics and the Subtropics
|
|
latitude ph = 120
South
|
latitude ph = 280
North
|
Maximum
Oct. 20
|
Mini-mum
June 21
|
ratio
min/max
(%)
|
Maximum
June 21
|
Mini-mum
Dec. 21
|
ratio
min/max
(%)
|
zenith
angle z at noon
|
00
|
35.50
|
|
4.50
|
51.50
|
|
daily
DNI (kWh/m2day)
|
8.11
|
6.93
|
85.4
|
9.09
|
5.67
|
62.4
|
daily
Ihor
(kWh/m2day)
|
6.12
|
4.23
|
69.1
|
6.70
|
2.59
|
38.7
|
A desert location at ph = 280
receives on average 4.65 kWhth/m2day
of horizontal irradiation Ihor
which is 1697 kWhth/m2year
or 193.8 Wth/m2
continuously. The efficiency of collecting the solar heat is typically
50% and the heat-to-electricity efficiency is 30%, resulting in a 15%
overall efficiency of the solar power station, so the average electric
yield is 29.07 We/m2 of
horizontal area or 29 MWe/km2.
A base-load solar power station of 1 GWe needs
34.4 km2 of desert ground. The present
continuous primary global energy consumption is about 14000 GW. A
desert area of 482,000 km2, less than the size
of France, would suffice to supply the whole world with solar energy.
D. Storage of Heat and Chemical Potential Energy
An extension of the elementary
configuration with extra mirrors and receivers and with heat-storage
tanks enables around-the-clock solar electricity generation. The
heat-storage tanks may contain a mixture of salts, in fact any material
that is able to survive the temperatures will do. A storage capacity of
16 hours is sufficient to compensate completely for the unproductive
part of the 24 hours' day. In order to guarantee complete supply
security two measures can be taken to compensate for a sequence of
cloudy days, i. a substantial increase in storage capacity or ii.
addition of the facility for burning gas, oil, or hydrogen in the
boiler.
In the last column of Table II we see a
large effect in the solar yield; in the winter a linear Fresnel plant
collects only about 40% of the summer yield. It is not viable to
average out the seasonal effect by means of thermal storage. What is
needed is chemical storage, that is the production of chemicals with a
large chemical potential energy out of the concentrated solar heat.
Hydrogen can be produced from high temperature heat using the
IS process [10]:
I2 +
SO2 + 2H2O —›
2HI + H2SO4
H2SO4 (850 0C)
—› H2O + SO2
+ ½O2
(5)
2HI (500 0C) —›
H2 + I2
Another way to
produce hydrogen is the zinc oxide process [11]:
ZnO (1700 0C)
—› Zn + ½O2
(6)
Zn + H2O
—› ZnO + H2
(7)
The extremely high dissociation
temperature in (6) can only be obtained by means of solar dishes. An
important advantage of the zinc oxide process is the easy and
relatively cheap storage of energy in the form of zinc metal. The
hydrogen economy could become more realistic when CSP would be the main
source of energy, and zinc metal the storage and transportation medium.
The hydrogen-producing reaction (7) proceeds exothermally at
temperatures above about 400 0C [12]. The
losses are still substantial, arising mainly from the quench process
after formation of the gaseous oxygen-zinc mixture. However, when the
zinc production would be combined with direct electricity generation
using the waste heat from the quench process, the overall efficiency
would increase substantially.
It is to be expected that continued research and development in this
still rather new field will lead to great progress.
If it turns out that there is no viable solution for the long-term
storage of solar heat (just as no viable solution exists for storing
electricity) it still makes sense to invest in solar thermal power
stations. From table II we calculate that on December 21 the production
is reduced to 557 MW. Reduced production occurs during the winter
half-year, the reduction, averaged over the whole year is 14.6 %.
E. Centralized and
Decentralized CSP
The optimum size of a solar thermal
power plant is smaller than that of a fossil-fuel fired or nuclear
thermal power station, which is typically 1 GW. The area of the Fresnel
mirror field of a 1 GW solar power station would be 34 km2,
leading to an average transport distance for the steam from the
receiver to the turbine of more than 2 km. The inevitable losses
of this transport makes a solar thermal power plant of this
size uneconomical. The optimum size is the result of a trade-off
between these losses and the optimum size of the power block (turbine +
generator). It will probably be around 100 MW. Many of these units will
probably be combined and will together form one large solar thermal
power station.
Most of the time that the sun is shining
the collector field is gathering more heat than the power block is able
to handle, and the extra heat has to be stored. It is possible to
transport well-insulated heat storage tanks over many kilometers
without losses that are worth mentioning. A certain fraction of the
total mirror area can therefore be installed outside of the grounds of
the power plant. These mirrors can be owned by independent solar
farmers, who pump solar concentrated heat into special containers. At
night the containers are transported to the central plant, for instance
by means of narrow-track railways, and replaced by cold containers. If
the central CSP-station is located at the coast, seawater desalination
can be incorporated. The solar farmers receive their payment partially
by means of delivery of fresh water, enabling them to grow their own
food.
The independent solar farmers are free to construct their own mirrors,
allowing for a wide range of solar harvesting procedures, from very
basic technology up to a high level of sophistication.
The most sophisticated small-scale CSP
technology is the solar dish. To date the dish has been applied for
direct electricity generation only, using Stirling generators
at the focal point. Solar dishes could be used just as well, or even
better, for harvesting solar heat in containers and for the production
of energy-rich chemicals, for instance zinc metal, according
to (6), see Fig.2.

Fig.2 Solar dish in the position of
harvesting solar heat (left) and in the position for replacing a hot
container by a cold one (right). The container can be a well-isolated
vessel with for instance molten salts, or a complete chemical reactor.
III. CSP Economics
A. Current costs of CSP and subsidy policy.
Like any starting
technology, costs are high due to the absence of optimized, massive
production methods. The first products (solar thermal power stations)
will be relatively expensive, leading to high kWh-costs in the start-up
phase, Fig.3. There are two methods to overcome the difficult market
penetration phase: i. operation in niche markets, and ii. subsidy of
the technology because of its assumed beneficial effects for
society.
At the present cost level the production
costs of solar heat in a parabolic trough station that is financed at
9%, with a payback period of 20 years, correspond to an oil price of 54
$/barrel [13]. At the oil price level of the second half of 2005,
countries that are lying in the sunbelt of the earth and that have
their electricity supply based on oil form niche markets where pioneer
CSP-projects can start without any subsidy. Other niche markets are
hotel parks in sunny regions with a poor supply of electricity and
water. Studies performed at the DLR [6][14] have shown that the
combined production of electricity and desalinated water is a good
method to overcome the first barrier.
Niche markets may change rapidly. If oil prices
were to drop by 50%, most niche markets for CSP would disappear.
Investors are therefore reluctant to invest in capital-intensive solar
thermal power stations in such markets. An intelligent system for
subsidizing solar thermal power is therefore needed. The principle of
subsidizing renewable-energy technologies is justified if the subsidy
helps to overcome the barrier for market penetration. A necessary
condition is that there is a good prospect for the technology to become
economically viable. For CSP this prospect is real, see section IIIB.
The most intelligent subsidizing system
is the feed-in method, where the companies operating wind turbines,
solar panels, etc. receive a fixed kWh price during a large number of
years. The superiority of the feed-in system is widely recognized. It
is demonstrated by the much higher density of wind turbines in Germany
as compared to Great Britain. In Germany the current feed-in law was
introduced in 1991.
Concentrating solar power needs direct
sunshine and is viable in the sun-belt countries only. The best region
in Europe for developing CSP is Southern Spain. However, the Southern
European countries do not possess the vast unused areas that are needed
for the energy need of the European population. Most electricity and
most hydrogen or zinc will be imported from North Africa and the Middle
East, the so-called MENA region, see Fig.4. Transportation costs of
electricity are modest when High-Voltage Direct Current (HVDC)
technology is applied, transportation of electricity from Southern
Morocco to Central Europe increases the necessary investment costs
about 30%, Sec.IIIC. A super-continental electric grid will
level off the fluctations from the wind farms and will bring "green"
current to countries that lack sufficient sources of renewable energy.
The first solar thermal power
stations in the MENA region will be built on short term, before
completion of the HVDC grid to Europe. They will deliver electricity
and water to the local utilities, intended for the local consumers. In
the feed-in system, all local consumers together share the costs of the
unprofitable part of the pioneering CSP-stations. It would not be fair
to burden the rather poor population in most MENA countries with the
task of making CSP-technology viable. A new international revolving
fund, the International Solar Mobilization Fund (SMF), could steer
European tax money to a feed-in subsidizing system for CSP-plants in
the MENA countries [15]. Next to its subsidizing task the SMF could
become of great help for solving the many problems that are connected
to investments in less-developed countries.
B. The learning curve for
CSP-technology
The nine existing solar power stations
in California sell electricity for fixed prices under
contracts that last 30 years. The oldest plant, built in 1985 delivers
electricity for 24 $cents/kWh, the youngest, built in 1990, earns 12
$cents/kWh. These high prices are justified as solar electricity is
produced at the time of the day that the demand is at its maximum
because of air conditioning installations. The fast decrease
of production costs of solar electricity in the period 1985-1990 is
common to all emerging technologies. Costs decrease according to the
so-called learning curve if two conditions are fulfilled: i. there is a
consistent economic drive for investing in the new technology, ii.there
is competition between the producers of the new technology.
From 1991 onwards no
power purchase contracts were closed for new solar power stations, and
the producer of the parabolic trough receivers, LUZ International, went
bankrupt. The learning curve for CSP is stagnating, and the current
costs for solar electricity from solar thermal power stations have
remained at the 1990 level. Research and development in CSP
has continued , mainly in the USA, Spain, and Germany.
In 2003 the Sargent & Lundy
Consulting group [16] analyzed the scenarios projected by the combined
CSP laboratories in the USA (Sunlab). When a consistent
program for building solar thermal power stations would be
started in 2004, resulting in a world total CSP capacity of about 3 GWe
in 2020, the production costs are estimated to become 6.2 $cents/kWh
for CSP-stations using parabolic trough mirrors, and 5.5 $cents for
stations using solar towers, Fig.3.

Fig.3. Levelized electricity cost for CSP-stations using parabolic
trough mirrors or solar towers, when investments are started in 2004
and the cumulative capacity in GWe in 2020 is
equal to the numbers in squares [16]. Sunlab: the optimistic prediction
of researchers in CSP technology. S&L: the more conservative
prediction of Sargent & Lundy.
The kWh costs of Fig.3 are consistent
with the results of a scenario for introducing solar thermal power
stations in combination with MED seawater desalination made by Trieb
and Knies [14] at the DLR in Germany .
C. Case study: the
investment for a 1 GWe CSP-station in Southern
Morocco for delivery of electricity to Europe.
The backbone of
the future supply of electricity for Europe will be formed by hundreds
of solar thermal power stations in the Middle-East and North Africa
(MENA) Fig.4. In this paragraph we estimate the investment that is
needed for the delivery of base-load solar electricity to Central
Europe. We assume that CSP-technology is already applied worldwide and
that the learning curves for the different components of CSP have led
to saturation values for the costs of linear Fresnel mirrors and
receivers and for the thermal storage technology. The costs for the
chemical storage are unknown, as it is not clear yet which set of
chemical reactions will turn out to be most viable.
The current square meter price for linear Fresnel
receivers, including the receiver tube, Fig.1, varies between 150 $/m2
[3],[7] and 106 $/m2 [17]. We estimate a final
cost price of 50 $/m2. The 1
GWe plant needs 34.4 km2
of mirror area, Sec.IIC, leading to an investment of 1522 M$.
The power block, consisting of the steam turbine,
the generator, the condenser, pumps, etc. is a conventional part of
thermal power stations. We estimate the costs to be 800 $/kWe
leading to 800 M$ for the 1 GWe plant.
A detailed analysis teaches that a
storage capacity of 46 GWhth, which
corresponds to 15.3 hours, is sufficient to bridge the evenings and
nights. Trieb and Knies [14] estimate a final investment cost of 9 $/kWhth
leading to 414 M$. So the total investment for a base-load 1 GWe
solar thermal power station is 2736 million dollars + the investment
costs of the chemical storage, which we don't know yet.
The electricity has to be transported to
Central Europe along 3500 km of overhead High-Voltage Direct Current
(HVDC) lines and 50 km of sea cable with power conversion stations at
both ends. The investment costs are 430 M$/GW and the losses
are 14.5% [14]. In order to receive 1 GW in Europe, the investment in
solar thermal power stations in Southern Morocco must be increased
14.5% resulting in 3133 M$. Together with the 430 M$ investment in
transport we arrive at 3563 M$ investment for clean electricity of 1 GW
in the period March - September, 600 MW in December and January, and
values in between for the remaining months. When investments in
chemical storage, for instance zinc metal, become viable, the
production dip in winter time would be eliminated.
These results are valid for a region
without any clouds. If clouds occur for instance 5% of the time, the
investment in the mirror field must be increased by 5%, and the
investment in the thermal storage by a larger factor in order overcome
cloudy days.
The (rounded) 3.6 G$ investment in a (nearly)
complete solar electric infrastructure of 1 GW can be compared with the
investment in nuclear energy. The newly planned nuclear power plant of
1.6 GW in Finland will cost 3.2 G€ or about 2.5
G$/GW. Nuclear energy has special costs which are absent in
solar energy: mining of uranium, enrichment of uranium, the absolutely
safe management of the nuclear waste, the high decommissioning costs of
the worn out reactors. There is no clear economic argument for nuclear
energy and against CSP. Any political decision in favor of large-scale
reinvestment in nuclear power stations that is not taking CSP into
account as a possible alternative is therefore a questionable decision.


Fig.4. The 100% renewable economy in
Europe and surrounding countries in which CSP-desalination plants along
the costs of the Mediterranean, the Atlantic Ocean and the Red Sea are
playing a major role [13][14].
IV. CSP Politics
Some densely populated regions in the
world are inadequately supplied with direct solar radiation, especially
the European Union and Japan. In the solar age they will import a major
part of their electricity directly from North Africa and China. The
geopolitical risks for Europe will be less than the current risk
associated with the increasing dependence of Europe on oil from a
decreasing number of oil-exporting countries. Politicians who tend to
reject CSP because of the necessity to cooperate with "unreliable"
African countries should realize that i. Europe
can never be self-sufficient with respect to energy, ii.
co-operation on energy between the former enemies Germany and France
became a big success, which sets a good example.
The development of Concentrating Solar
Power is stagnant since 1990. This has led to a neglect of CSP by
practically all scientists who build energy scenarios. Concentrating
Solar Power was therefore absent in nearly all representative advisory
reports on energy, resulting in ignorance among governments,
politicians and companies. Until recently this ignorance consolidated
the stagnation. This neglect of CSP by the institutes of science policy
has no scientific justification.
In the immediate future
important decisions have to be made on investments in the energy
infrastructure. These investments can be justified only when all energy
options, and especially all renewable-energy options are taken into
account. Knowledge of the CSP-option is therefore mandatory for all
decision makers.
V. Conclusion
Concentrating Solar Power is a
technique for generating renewable electricity with clear advantages
with respect to other sources of renewable energy:
·
On a global scale there are no physical limits to its growth
·
Heat storage enables the delivery of base-load solar electricity
·
Seawater can be desalinated in a sustainable way
·
In principle, hydrogen and other energy-containing chemicals like zinc
can be produced in a sustainable way
·
The CSP costs are sufficiently low to enable deployment in existing
niche markets without subsidy.
For countries situated at high latitudes the main disadvantage is the
necessity to operate the solar thermal power stations in countries far
away. The transport costs of electricity over thousands of kilometers
do not form a serious objection, however.
Dedicated research and development is
needed for solving the problem of chemical energy storage. European
countries should start to cooperate with MENA countries in order to
facilitate investments in CSP on MENA territory. An international
conference should be held with the purpose of founding the
International Solar Mobilization Fund SMF.
[1] "World Energy Outlook 2004",
International Energy Agency, Paris.
[2] R. Aringhoff, G. Brakmann, C. Aubrey, and S.
Teske, "Solar thermal power 2020, Exploiting the heat from the sun to
combat climate change", Greenpeace International, Amsterdam
(2003). Available:
http://www.greenpeace.nl/raw/content/reports/solar-thermal-power-2020-en.pdf
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Biographies

Evert Henrick du Marchie van Voorthuysen was born in The Hague, The
Netherlands on Februari 7, 1942. He performed his PhD in 1975 at the
University of Groningen, The Netherlands in experimental nuclear
physics. He was teacher at the nautical college in Delfzijl, The
Netherlands and the University of Groningen. He performed research in
nuclear physics, solid-state physics and fundamental quantum mechanics
in Groningen and Baltimore (USA) until 2003. Starting in 2003 he
specializes in the technique and the economics of Concentrating Solar
Power and in energy policy. He is founder and director of GEZEN
Foundation for Massive Scale Solar Energy. |