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4.4: Solar II

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we listed four solar biomass options:

1. “Coal substitution.”
2. “Petroleum substitution.”
3. Food for humans or other animals.
4. Incineration of agricultural by-products.

We’ll estimate the maximum plausible contribution of each of these processes in turn. In practice, many of these methods require so much energy to be put in along the way that they are scarcely net contributors (figure 6.14). But in what follows, I’ll ignore such embodied-energy costs.

Figure D.1: Two trees.

Energy crops as a coal substitute

If we grow in Britain energy crops such as willow, miscanthus, or poplar (which have an average power of 0.5W per square metre of land), then shove them in a 40%-efficient power station, the resulting power per unit area is $0.2 \ W/m^2$. If one eighth of Britain ($500 \ m^2$ per person) were covered in these plantations, the resulting power would be 2.5 kWh/d per person.

Petroleum substitution

There are several ways to turn plants into liquid fuels. I’ll express the potential of each method in terms of its power per unit area (as in figure 6.11).

Britain’s main biodiesel crop, rape

Typically, rape is sown in September and harvested the following August. Currently 450000 hectares of oilseed rape are grown in the UK each year. (That’s 2% of the UK.) Fields of rape produce 1200 litres of biodiesel per hectare per year; biodiesel has an energy of 9.8 kWh per litre; So that’s a power per unit area of $0.13 \ W/m^2$.

If we used 25% of Britain for oilseed rape, we’d obtain biodiesel with an energy content of 3.1 kWh/d per person.

Figure D.2: Oilseed rape. If used to create biodiesel, the power per unit area of rape is $0.13 \ W/m^2$. Photo by Tim Dunne.

Sugar beet to ethanol

Sugar beet, in the UK, delivers an impressive yield of 53 t per hectare per year. And 1 t of sugar beet makes 108 litres of bioethanol. Bioethanol has an energy density of 6 kWh per litre, so this process has a power per unit area of $0.4 \ W/m^2$, not accounting for energy inputs required.

energy density (kWh/kg)
softwood
– air dried 4.4
– oven dried 5.5
hardwood
– air dried 3.75
– oven dried 5.0
white office paper 4.0
glossy paper 4.1
newspaper 4.9
cardboard 4.5
coal 8
straw 4.2
poultry litter 2.4
general indust’l waste 4.4
hospital waste 3.9
municipal solid waste 2.6
refuse-derived waste 5.1
tyres 8.9

Calorific value of wood and similar things. Sources: Yaros (1997); Ucuncu (1993), Digest of UK Energy Statistics 2005.

Bioethanol from sugar cane

Where sugar cane can be produced (e.g., Brazil) production is 80 tons per hectare per year, which yields about 17600l of ethanol. Bioethanol has an energy density of 6 kWh per litre, so this process has a power per unit area of $1.2 \ W/m^2$.

Bioethanol from corn in the USA

The power per unit area of bioethanol from corn is astonishingly low. Just for fun, let’s report the numbers first in archaic units. 1 acre produces 122 bushels of corn per year, which makes $122 \times 2.6$ US gallons of ethanol, which at 84000 BTU per gallon means a power per unit area of just $0.02 \ W/m^2$ – and we haven’t taken into account any of the energy losses in processing!

Cellulosic ethanol from switchgrass

Cellulosic ethanol – the wonderful “next generation” biofuel? Schmer et al. (2008) found that the net energy yield of switchgrass grown over five years on marginal cropland on 10 farms in the midcontinental US was 60 GJ per hectare per year, which is $0.2 \ W/m^2$. “This is a baseline study that represents the genetic material and agronomic technology available for switchgrass production in 2000 and 2001, when the fields were planted. Improved genetics and agronomics may further enhance energy sustainability and biofuel yield of switchgrass.”

Jatropha also has low power per unit area

Jatropha is an oil-bearing crop that grows best in dry tropical regions (300–1000 mm rain per year). It likes temperatures $20â€“28 ^\circ C$. The projected yield in hot countries on good land is 1600 litres of biodiesel per hectare per year. That’s a power per unit area of $0.18 \ W/m^2$. On wasteland, the yield is 583 litres per hectare per year. That’s $0.065 \ W/m^2$.

If people decided to use 10% of Africa to generate $0.065 \ W/m^2$, and shared this power between six billion people, what would we all get? 0.8 kWh/d/p. For comparison, world oil consumption is 80 million barrels per day, which, shared between six billion people, is 23 kWh/d/p. So even if all of Africa were covered with jatropha plantations, the power produced would be only one third of world oil consumption.

Algae are just plants, so everything I’ve said so far applies to algae. Slimy underwater plants are no more efficient at photosynthesis than their terrestrial cousins. But there is one trick that I haven’t discussed, which is standard practice in the algae-to-biodiesel community: they grow their algae in water heavily enriched with carbon dioxide, which might be collected from power stations or other industrial facilities. It takes much less effort for plants to photosynthesize if the carbon dioxide has already been concentrated for them. In a sunny spot in America, in ponds fed with concentrated $CO_2$ (concentrated to 10%), Ron Putt of Auburn University says that algae can grow at 30 g per square metre per day, producing 0.01 litres of biodiesel per square metre per day. This corresponds to a power per unit pond area of $4 \ W/m^2$ – similar to the Bavaria photovoltaic farm. If you wanted to drive a typical car (doing 12 km per litre) a distance of 50 km per day, then you’d need 420 square metres of algae-ponds just to power your car; for comparison, the area of the UK per person is 4000 square metres, of which $69 \ m^2$ is water (figure 6.8). Please don’t forget that it’s essential to feed these ponds with concentrated carbon dioxide. So this technology would be limited both by land area – how much of the UK we could turn into algal ponds – and by the availability of concentrated $CO_2$, the capture of which would have an energy cost (a topic discussed in Chapters Sustainable fossil fuels? and The last thing we should talk about). Let’s check the limit imposed by the concentrated $CO_2$. To grow 30 g of algae per $m^2$ per day would require at least 60 g of $CO_2$ per $m^2$ per day (because the $CO_2$ molecule has more mass per carbon atom than the molecules in algae). If all the $CO_2$ from all UK power stations were captured (roughly $2\frac{1}{2}$ tons per year per person), it could service 230 square metres per person of the algal ponds described above – roughly 6% of the country. This area would deliver biodiesel with a power of 24 kWh per day per person, assuming that the numbers for sunny America apply here. A plausible vision? Perhaps on one tenth of that scale? I’ll leave it to you to decide.

What about algae in the sea?

Remember what I just said: the algae-to-biodiesel posse always feed their algae concentrated $CO_2$. If you’re going out to sea, presumably pumping $CO_2$ into it won’t be an option. And without the concentrated $CO_2$, the productivity of algae drops 100-fold. For algae in the sea to make a difference, a country-sized harvesting area in the sea would be required.

What about algae that produce hydrogen?

Trying to get slime to produce hydrogen in sunlight is a smart idea because it cuts out a load of chemical steps normally performed by carbohydrate-producing plants. Every chemical step reduces efficiency a little. Hydrogen can be produced directly by the photosynthetic system, right at step one. A research study from the National Renewable Energy Laboratory in Colorado predicted that a reactor filled with genetically-modified green algae, covering an area of 11 hectares in the Arizona desert, could produce 300 kg of hydrogen per day. Hydrogen contains 39 kWh per kg, so this algae-to-hydrogen facility would deliver a power per unit area of $4.4 \ W/m^2$. Taking into account the estimated electricity required to run the facility, the net power delivered would be reduced to $3.6 \ W/m^2$. That strikes me as still quite a promising number – compare it with the Bavarian solar photovoltaic farm, for example $(5 \ W/m^2)$.

Food for humans or other animals

Grain crops such as wheat, oats, barley, and corn have an energy density of about 4 kWh per kg. In the UK, wheat yields of 7.7 tons per hectare per year are typical. If the wheat is eaten by an animal, the power per unit area of this process is $0.34 \ W/m^2$. If $2800 \ m^2$ of Britain (that’s all agricultural land) were devoted to the growth of crops like these, the chemical energy generated would be about 24 kWh/d per person.

Incineration of agricultural by-products

We found a moment ago that the power per unit area of a biomass power station burning the best energy crops is $0.2 \ W/m^2$. If instead we grow crops for food, and put the left-overs that we don’t eat into a power station – or if we feed the food to chickens and put the left-overs that come out of the chickens’ back ends into a power station – what power could be delivered per unit area of farmland? Let’s make a rough guess, then take a look at some real data. For a wild guess, let’s imagine that by-products are harvested from half of the area of Britain ($2000 \ m^2$ per person) and trucked to power stations, and that general agricultural by-products deliver 10% as much power per unit area as the best energy crops: $0.02 \ W/m^2$. Multiplying this by $2000 \ m^2$ we get 1 kWh per day per person.

Have I been unfair to agricultural garbage in making this wild guess? We can re-estimate the plausible production from agricultural left-overs by scaling up the prototype straw-burning power station at Elean in East Anglia. Elean’s power output is 36 MW, and it uses 200000 tons per year from land located within a 50-mile radius. If we assume this density can be replicated across the whole country, the Elean model offers $0.002 \ W/m^2$. At $4000 \ m^2$ per person, that’s 8W per person, or 0.2 kWh/day per person.

Let’s calculate this another way. UK straw production is 10 million tons per year, or 0.46 kg per day per person. At 4.2 kWh per kg, this straw has a chemical energy of 2 kWh per day per person. If all the straw were burned in 30%-efficient power stations – a proposal that wouldn’t go down well with farm animals, who have other uses for straw – the electricity generated would be 0.6 kWh/d per person.

Landfill methane gas

At present, much of the methane gas leaking out of rubbish tips comes from biological materials, especially waste food. So, as long as we keep throwing away things like food and newspapers, landfill gas is a sustainable energy source – plus, burning that methane might be a good idea from a climate-change perspective, since methane is a stronger greenhouse-gas than $CO_2$. A landfill site receiving 7.5 million tons of household waste per year can generate $50000 \ m^3$ per hour of methane.

In 1994, landfill methane emissions were estimated to be $0.05 \ m^3$ per person per day, which has a chemical energy of 0.5 kWh/d per person, and would generate 0.2 kWh(e)/d per person, if it were all converted to electricity with 40% efficiency. Landfill gas emissions are declining because of changes in legislation, and are now roughly 50% lower.

Burning household waste

SELCHP (“South East London Combined Heat and Power”) [www.selchp.com] is a 35 MW power station that is paid to burn 420 kt per year of black-bag waste from the London area. They burn the waste as a whole, without sorting. After burning, ferrous metals are removed for recycling, hazardous wastes are filtered out and sent to a special landfill site, and the remaining ash is sent for reprocessing into recycled material for road building or construction use. The calorific value of the waste is 2.5 kWh/kg, and the thermal efficiency of the power station is about 21%, so each 1 kg of waste gets turned into 0.5 kWh of electricity. The carbon emissions are about 1000 g $CO_2$ per kWh. Of the 35 MW generated, about 4 MW is used by the plant itself to run its machinery and filtering processes.

Scaling this idea up, if every borough had one of these, and if everyone sent 1 kg per day of waste, then we’d get 0.5 kWh(e) per day per person from waste incineration.

This is similar to the figure estimated above for methane capture at landfill sites. And remember, we can’t have both. More waste incineration means less methane gas leaking out of landfill sites. See figure 27.2 and figure 27.3 for further data on waste incineration.

The power per unit area of using willow, miscanthus, or poplar, for electricity is $0.2 \ W/m^2$. Source: Select Committee on Science and Technology Minutes of Evidence – Memorandum from the Biotechnology & Biological Sciences Research Council [www.publications.parliament.uk/pa/ld200304/ldselect/ldsctech/126/4032413.htm]. “Typically a sustainable crop of 10 dry t/ha/y of woody biomass can be produced in Northern Europe.... Thus an area of $1 \ km^2$ will produce 1000 dry t/y – enough for a power output 150 kWe at low conversion efficiencies or 300 kWe at high conversion efficiencies.” This means $0.15â€“0.3 \ W(e)/m^2$.

Oilseed rape. Sources: Bayer Crop Science (2003), Evans (2007), www.defra.gov.uk.

Sugar beet. Source: statistics.defra.gov.uk/esg/default.asp

Bioethanol from corn. Source: Shapouri et al. (1995).

Jatropha. Sources: Francis et al. (2005), Asselbergs et al. (2006).

In America, in ponds fed with concentrated $CO_2$, algae can grow at 30 grams per square metre per day, producing 0.01 litres of biodiesel per square metre per day. Source: Putt (2007). This calculation has ignored the energy cost of running the algae ponds and processing the algae into biodiesel. Putt describes the energy balance of a proposed design for a 100-acre algae farm, powered by methane from an animal litter digester. The farm described would in fact produce less power than the methane power input. The 100-acre farm would use 2600 kW of methane, which corresponds to an input power density of $6.4 \ W/m^2$. To recap, the power density of the output, in the form of biodiesel, would be just $4.2 \ W/m^2$. All proposals to make biofuels should be approached with a critical eye!

A research study from the National Renewable Energy Laboratory predicted that genetically-modified green algae, covering an area of 11 hectares, could produce 300 kg of hydrogen per day. Source: Amos (2004).

Elean power station. Source: Government White Paper (2003). Elean Power Station (36 MW) – the UK’s first straw-fired power plant. Straw production: www.biomassenergycentre.org.uk.

Landfill gas. Sources: Matthew Chester, City University, London, personal communication; Meadows (1996), Aitchison (1996); Alan Rosevear, UK Representative on Methane to Markets Landfill Gas Sub-Committee, May 2005 [4hamks].

Date Created:

Feb 23, 2012

Apr 29, 2014
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