Category Fuel Efficiency

Without greater investment into solar and hydrogen energies, we are held hostage to rising oil prices. Alternative energies such as solar and hydrogen fuel cells offer tremendous potential to provide energy independence and energy security. The dependence of the U.S. upon imported foreign oil raises inflation, weakens our currency, exacerbates the trade deficit, and forces consumers to pay higher prices for home heating and transportation. With oil exceeding $80 a barrel in late September 2007, the only beneficiaries are countries exporting oil and oil conglomerates. I guess when countries such as Dubai, after accumulating a large trade surplus based on inflated oil prices, decides to diversify away from oil and buy a non-voting stake in the NASDAQ market, it’s a wake-up call.

To better understand the potential of alternative energy, we should try to understand two basic concepts of energy: Specific Energy and Energy Density. Without digressing into chemistry 101, (Molecular Weight Calculator) the specific energy of a fuel relates the inherent energy of the fuel relative to its weight. Typically, specific energy is measured in kilo-joules (kj) per gram. A joule is a measure of kinetic energy – one joule is the amount of energy needed to move two kilograms at a velocity of one meter per second. Or a kilo-joule equals one kilowatt-second meaning one kilowatt-hour (KWH) equals to 3,600 kilo-joules. Your local electric utility bills you by the KWH, which according to the US Department of Energy Average Retail Price of Electricity in 2007 is approximately $0.11 per KWH.

Table 1 Specific Energy and Energy Density

The specific energy of a fuel tells us how much energy can be derived from a measured amount fuel by weight. By ranking each fuel by its specific energy, one can determine how efficient each fuel is. Specific energy and fuel density are often proportional to the ratio of carbon and hydrogen atoms in the fuel. A reference to the specific energy and energy values of most fuels can be found at Hydrogen Properties

Figure 1 Specific Energy
Figure 1 illustrates how fuels compare according to their specific energy. As we can see, hydrogen, because it’s extremely light, has the highest specific energy in comparison to hydrocarbon fuels.

This however, is not the full story because volume or energy storage requirement becomes a significant factor for gaseous fuels. Specific energy is important to analyze fuel efficiency by weight, but for hydrogen that must be pressurized and cooled to bring to a liquid state, the energy density become more relevant to fuel efficiency.

Figure 2 Energy Density: KWH per Gallon

Figure 2 illustrates how fuels compare according to their energy density, that is, energy relative the container size. As we can see from figure 2, hydrogen, because it is so light, requires 15.9 times the container volume to provide the energy of diesel or oil. In comparison to diesel, ethanol requires 1.6x the container size for the same amount of energy.

The container size becomes a significant detriment for housing hydrogen. Energy density is usually measured in kilo-joules per cubic meter (kj/m3). As kilo-joules are readily translated into KWH by multiplying by the number of seconds in an hour (3,600) and the College of the Deserts’ computation into gallons, we are converting the data into KWH per gallon for those of us in the U.S.

Hydrogen fares poorly relative to energy density. However, technology offers an approach to enhance the benefits of hydrogen with fuel cells. Fuel cell enable hydrogen molecules to interact with oxygen through a membrane that allows transmission in only one direction to convert H2 into an electric current to power your automobile. Fuel Cell Basics Fuel cells often capture the hydrogen electron from hydrocarbon fuel such as methane allow convention fuels to generate hydrogen for electric generation.

In a hydrogen-based economy, solar energy can provide electric to generate hydrogen through electrolysis and vice versa. Jeremy Rifkin’s The Hydrogen Economy eloquently illustrated the hydrogen economy where fuel cell act as mini power plants and the electric network resembles the Internet where cars plug into an electrical grid supplemented by solar cells at your home and work. Electric power generation moves from large utility generation to a distributed generation – everyone plugged in can generate power to the grid. The key benefit of hydrogen is that it democratizes the energy economy bringing power to all countries in the world.

An interesting technical analysis of hydrogen energy is provided by Ulf Bossel and Baldur Eliasson Energy and the Hydrogen Economy The bottom line is that solar and hydrogen energies offer tremendous potential to low long-term fuel costs and improve our environment and climate. More research is required to lower costs and improve feasibility.

There is considerable variance in calculating the cost of solar energy. Using U.S. Solar Radiation Resource Maps from the National Solar Radiation Data BaseThe (NSRDB) we found the amount of kilowatt-hours (KWH) per days of solar radiation per square-meter varies from less than two for Northern Alaska to six KWH/m2 per day for parts of Arizona. Using these maps we found that the cost of solar varies from $0.23-to-$0.68 per KWH with a mean of approximately $0.45 per KWH. The cost of $0.23 per KWH equates to Arizona and $0.68 per KWH reflects the cost of the lower solar radiation in Anchorage, Alaska. These cost are based on data from solar photovoltaic (PV) supplies before tax benefits or rebates. Please see SunPower (SPWR) and Sharp Solar.

Green Econometrics provided a normalized solar energy cost per KWH of $0.38-to-$0.57 with a mean cost of $0.45 as reference for what most of the U.S. would expect for solar energy. We have referred to the Lewis Group at Caltech which has provided estimates of $0.25-to-$0.50 per KWH for the cost of electric production from solar with a mean of $0.38 per KWH. According to Solarbuzz the average price of solar electric is approximately $0.38 per KWH. The Solarbuzz index is based upon an average of 5.5 hours of sunshine per day over a year, which relates to locations such as the US Sunbelt, Latin America, Africa, the Middle East, India and Australia. With large U.S. populations still residing in the North, we would still expect the average home in the U.S. to be paying closer to $0.45 per KWH.

There are a number of factors to consider such as total system cost, the use of concentrators and tracking systems to align the solar panel to be perpendicular with the sun during the day and the property location. There are factors to consider with property location such as whether the roof is facing south or towards the east or west. If the system rests on the ground, shading from building or trees becomes a factor. Other considerations include latitude, climate, weather, and time of day, season, local landscape, and temperature. The Department of Energy provides some information for home owners considering a solar energy system Small Solar Electric Systems

The cost for solar energy systems refers to the average efficiency of solar photovoltaic (PV) panels. The average efficiency for PV devices is between 15%-to-16%. According to SunPower, which has the leading PV device efficiency of 22% there is a practical limit to solar efficiencies of approximately 30%. SunPower is targeting a 23% solar efficiency as a goal to reduce its solar energy system cost by 50% by 2012. Sanyo is second with solar efficiency of 18%. SunPower claims to have patented solar PV architecture and production processes that enable the company to command a lead in solar efficiency.

For solar energy systems below 5 kilowatts, the cost of the inverters represents a substantial part of the system cost. An inverter is used to convert the direct current (DC) from the solar panels to alternating current (AC) used in your home. Inverters can cost from $400-to-$700 per 1000 watt adding to the total cost of deploying small solar energy systems. See Wholesale Solar

How long will it take before solar energy is at parity with hydrocarbon fuels? In terms of cost per Kilowatt-Hour (KWH), solar energy is four-to-ten times the cost of hydrocarbon fuels. Green Econometrics’ research estimates that solar energy cost about $0.38-to-$0.53 per KWH. (See Understanding the Cost of Solar Energy ) There are two significant market factors that should help reduce the cost of solar energy: strong market demand for solar energy driven by rapidly rising oil prices that should lead to new product developments and the economies of scale derived from experience curves in the production of solar panels.

With oil harder to find and more costly to extract, energy prices should continue to rise. In the U.S. oil production continues to decline despite increased drilling activity. (See How vulnerable are we to energy shocks? ) These market factors should continue to drive demand for solar energy. With strong market growth rates we wanted to assess various solar energy cost assumptions for different experience curves found in the semiconductor industry.

The productions of solar photovoltaic cells are similar to semiconductors and enjoy cost reduction as production increases. We briefly mentioned experience curves, the production cost reductions associated with doubling production of semiconductors in our last post from an article from the Lockwood group TECHNOLOGY TRANSFER: A PERSPECTIVE. These experience curves translate into cost reductions of 10%-to-30% as production volume doubles.

Our analysis attempts to develop a what-if scenario for the solar energy market by comparing energy costs for different experience curves and market growth rates. Research into new materials or processes could significantly reduce the cost of solar energy. Of course the funding of solar R&D is limited, but there are programs that appear promising such as The Lewis Group at Caltech

Figure 1 Cost per Kilowatt-Hour

Figure 1 illustrates the cost disparity between solar energy and hydrocarbon fuels. Our what-if scenario provides a framework to measure the number of years it will take before solar energy cost are at parity to oil and electric. Our assumptions are solar energy market growth rates of 40%-to-60% and experience curve of 10%-to-30%. Current growth rates for domestic solar suppliers such as SunPower (SPWR), First Solar (FSLR) and Evergreen Solar (ESLR) are current enjoying revenue growth rates of over 100%.

Figure 2 Solar Parity

Oil and electric prices are assumed to increase at a modest 2.6% per annum for electric and 3.3% for oil. In the most optimistic scenario of market growth of 60% and experience curve of 30%, suggest that it would take until 2014 or seven years before solar energy is equal to the price of electric. With 10% experience curve and 40% market growth it could take 20 years before parity. Increased funding into solar energy research and higher energy prices shorten the time.

The bottom line is that as solar energy reaches parity with hydrocarbon fuels, energy security is achieved for all countries.

The U.S. Department of Energy (DOE)’s $23.6 Billion Spending Plan for FY’07 calls for $1.5 billion for the Office of Energy Efficiency and Renewable Energy where spending includes $28 million in solar, $16 million for thin-film photovoltaic manufacturing equipment to reduce the cost of solar panels, $23 million for researching ethanol, and $100 million for carbon sequestration research. However, more than half of the DOE spending is targeted towards research on weapons, defense, and security. Perhaps our national security would be better served if the U.S. were not dependent on foreign oil. Investment into alternative energies like solar and fuel cells could provide us with energy independence with less concern over protecting oil in foreign lands.

Solar energy is significantly more expensive than conventional hydrocarbon fuels. In Green Econometrics’ prior analysis of fuel efficiencies and costs, we found solar energy cost approximately $0.38-to-$0.53 per Kilowatt-Hour (KWH). See Understanding the Cost of Solar Energy
There is considerable variance in the cost of solar energy because sunlight availability varies by geography and climate. With limited sunlight solar costs could be over $1.00 per KWH. In terms of cost per KWH, solar energy is four-to-ten times the cost of hydrocarbon fuels.

Figure 1 Cost per Kilowatt-Hour

For solar energy to be at parity with conventional fuels solar energy needs to be subsidized through tax incentives, utility rebates, and research funding. Research is perhaps the most important aspect of improving the economics of solar energy because through research companies could dramatically lower production costs. The disconnect in solar energy research is limited funding. Funding is required to incubate ideas and new approaches to solar energy in order to develop a roadmap for commercialized products that in turn, could be embraced by venture capital.

The DOE’s research funding for solar is just a drop in the bucket or barrel that better correlates the magnitude disparity. Electric utilities companies are providing electric power generated mainly through coal, which contributes heavily to CO2 emissions, and yet they don’t spend on research and development towards alternative energies. Large energy companies like Exxon Mobil (XOM) don’t have R&D budgets like pharmaceutical or technology companies that spend 14%-to-20% of their revenues on R&D. Merck (MRK) and Genentech (DNA) spent 17% and 20%, respectively on R&D while Microsoft (MSFT) and Google (GOOG) spent 15% and 14%, respectively on R&D in 2006.

If Exxon Mobil were spending 10% of its 2006 revenues of $377.6 billion towards R&D to develop alternative energies, it would amount to over $37 billion, a figure that is larger than the DOE budget of $23.6 billion. DOE spending on solar energy research is approximately $28 million. According to the DOE, U.S. energy expenditures in 2004 were over $869 billion. So with that amount of money being spent on energy, how much should be spent to avoid dependence on foreign oil?

Figure 2 Historic Energy Spending

Solar energy and fuel cell technologies have the potential to ameliorate our energy dilemma of foreign oil dependence and risk of climate change from carbon emissions. While it’s hard to measure the economic impact of climate change, our dependence on foreign oil leaves us with growing $450 billion debt for our presence in Iraq and our national security vulnerable to vagaries of oil prices. The Cost of Iraq War The $450 billion the U.S. is spending in Iraq is almost enough money to equip the 124.5 million homes in the U.S. with a 1 KW solar energy system. The U.S. housing units rose to 126.7 million in 2006. Of course that may not cover your total electric usage that averages about 10,760 KWH per household according to data from the Energy Information Administration Electric Power Annual 2005 – State Data Tables

Can higher R&D spending on solar energy help?
Even some of the leading domestic solar photovoltaic cell suppliers are light on R&D spending. SunPower (SPWR) and First Solar (FSLR) are budgeting their R&D spending towards the single digits as a percentage of revenues. Despite relatively low R&D spending levels, SunPower intends to lower solar panels cost by 50% by 2012. Solar photovoltaic cells undergo the same production processes as semiconductors. Experience curves associated with semiconductor production indicate a 20%-to-30% cost reduction with doubling of production. See The experience curve or cost-volume curve article from the Lockwood group TECHNOLOGY TRANSFER: A PERSPECTIVE The solar energy market is expected to grow at 80% over the next five years according to Rhone Resch, president of the Solar Energy Industries Association Solar Leader Expects >80% Market Growth Even without new advances in photovoltaic materials, with a solar energy market growth of 25% and an experience curve of 30%, solar cost could decline by 30% every three years from about $8.90 a watt ($0.45 a KWH) to $2.14 a watt or $0.11 a KWH in 15 years equal to the current price of electricity. The bottom line is that faster market growth and/or increased funding of solar energy research could significantly improve the economics of solar energy and give the U.S. greater security and energy independence.

Solar and alternative energies represent a very small percentage of our total expenditures on energy. Energy Price and Expenditure Estimates by Source
So a substantial reduction of solar energy costs, assuming somewhat elastic demand, we should see significant growth in solar energy. In addition, if we tax hydrocarbon fuels by their respective carbon emissions, we might begin to see level energy playing field.

Figure 3 Energy Spending

Funding solar energy should be views as a strategic imperative at par with national surety. Energy security should equate to national security and alternative renewable energies should provide us with the means to our energy independence.

There are several studies evaluating ethanol as fuel for transportation that offer both positive and negative impacts from ethanol. On the positive side there is less CO2 emitted from ethanol than conventional hydrocarbon fuels, domestic producers gain economic value from employment and purchasing power, and there is less dependence on foreign oil. Other studies have concluded less efficiencies from ethanol such as negative energy values because of the fertilizers and energy used to produce ethanol is larger than the amount of energy produced, CO2 is released during the fermentation and combustion process, and it still must be blended with hydrocarbon fuels leaving us dependent on foreign oil.

Ethanol is alcohol-based fuel made from crops. Fermenting and distilling starch crops, typically corn, into simple sugars produce ethanol. Chemically ethanol is similar to hydrocarbon fuels in that they both contain carbon and hydrogen atoms.

To understand the economics, let’s compare ethanol to hydrocarbon fuels by efficiency and costs. The first step is to convert the BTU (British Thermal Unit) value of ethanol into Kilowatt-Hours (KWH) in order to have a common measure of energy. Remember the KWH is a useful measure of energy because we can equate KWH to engine horsepower performance and compare hydrocarbon fuels to alternative energies like solar and wind and compare these energy costs on a common level.

Our fuel energy conversion links Energy Units and Conversions KEEP, and Fuel BTUs provide some useful measures to evaluate ethanol in comparison to hydrocarbon fuels like diesel and gasoline.

One KWH equals 3,413 BTUs so we divide the BTU value for each fuel by 3,413 to arrive at its corresponding KWH energy value.

Energy Comparison
1 gallon of ethanol = 84,400 BTUs = 24.7 KWH
1 gallon of diesel = 138,690 BTUs = 40.6 KWH
1 gallon of gasoline = 125,000 BTUs = 36.6 KWH
1 gallon of oil = 138,095 BTUs = 40.5 KWH

Figure 1 Kilowatt-Hours per Gallon

As seen from figure 1, ethanol is not the most efficient fuel because of its low BTU value in comparison to hydrocarbon fuels. However, ethanol is a form of renewable energy because the crops can be grown to generate more fuel.

Energy Economics

To compare the energy cost of ethanol to hydrocarbon fuels we convert each fuel into a cost per KWH. Our prices are quarterly average U.S. energy prices by fuel type: Ethanol Prices, , and Oil Prices

Figure 2 Cost per Kilowatt-Hours

On a cost per KWH basis, ethanol is similar to hydrocarbon fuels. So depending on current fuel cost, which varies by location, ethanol could be higher or lower than diesel or gasoline.

On the production of ethanol a bushel of corn produces about 2.76 gallons of ethanol according a study by AgUnited . According to U.S. Department of Agriculture it takes 57,476 BTUs of energy to produce one bushel of corn Energy Balance of Corn Ethanol therefore, for BTU of energy used to produce ethanol there are 4 BTUs of energy gained from the ethanol for transportation.Carbon EconomicsEthanol is produced from fermentation of starch to sugars and is represented by the equation C6H12O6 = 2 CH3CH2OH + 2 CO2 according to University of Wisconsin Chemistry Professor Bassam Z. Shakhashiri The two CO2 molecules given off from the fermentation process of ethanol does add to CO2 emissions, but the growing process and biomass also extract CO2 from the atmosphere.

Emission of CO2 from hydrocarbon fuels depends on the carbon content and hydrogen-carbon ratio. When a hydrocarbon fuel burns, the carbon and hydrogen atoms separate. Hydrogen (H) combines with oxygen (O) to form water (H2O), and carbon (C) combines with oxygen to form carbon dioxide (CO2). How can a gallon of gas produce 20 pounds of CO2 To measure the amount of CO2 produced from a hydrocarbon fuel, the weight of the carbon in the fuel is multiplied by (44 divided 12) or 3.67. For ethanol we compared its basic structure to gasoline, diesel, and crude oil.

In the combustion process, ethanol produces CO2 at a rate that is below that of gasoline. The equation for ethanol combustion is C2H5OH + 3 O2 –> 3 H2O + 2 CO2. Ethanol Combustion In our simple example, the carbon weight in ethanol (two carbon with a combined atomic weight of 24 to a total weight of 46 for the molecule of C2H5OH) is multiplied by 3.67 to determine the amount of CO2 produced from ethanol. We then compared the output of CO2 to the amount of energy produced to arrive at pounds of CO2 per KWH. Bottom line is that ethanol emits 11% less CO2 than gasoline and is a renewable fuel.

Figure 3 Pounds of CO2 by Fuel Type

There are several studies on ethanol with the majority indicating benefits. Some of these include: High-level ethanol blends reduce nitrogen oxide emissions by up to 20% and ethanol can reduce net carbon dioxide emissions by up to 100% on a full life-cycle basis. Ethanol Benefits and Clean Cities While ethanol produces less CO2 than gasoline, it still emits CO2 and keeps us dependant upon hydrocarbon fuels.

For further information on fuel combustion Combustion Equations and for Energy to Produce Ethanol Ethanol Production

To measure the efficiency of conventional hydrocarbon fuels, we need a common measure of energy. The Kilowatt-Hours (KWH), the billing quantity of electric usage, serves as a useful measure of energy because we can equate KWH to engine horsepower performance, heat energy of a fuel, and compare energy costs on a common level. KWH can be used to determine which fuel is most efficient by measuring the heat output of each fuel.

A BTU is the amount of heat necessary to raise one pound of water by one degree Fahrenheit and each fuel has its own BTU measure. For example, one ton of coal produces about 21.1 million BTUs, which would equate to 6,182 KWH. One KWH equals 3,413 BTUs.

A framework to measure energy costs is to convert each fuel type into KWH of energy. Some helpful links to common fuel conversions Energy Units and Conversions KEEP, BTU by Tree, and Fuel BTUs

We want to establish common energy measure to evaluate home heating fuel efficiency for each fuel type. Our first step is to measure the BTU value for each fuel type. The next step is to divide the BTU value for each fuel by 3,413 to arrive at its corresponding KWH energy value.

Kilowatt-Hour per Unit of Fuel
The energy value of a unit of fuel depends on its mass, carbon and hydrogen content, and the ratio of carbon to hydrogen. In general, hydrogen generates approximately 62,000 BTU per pound and carbon generates around 14,500 BTUs per pound. The combustion process is complex and while higher hydrogen content improves energy BTU levels, not all hydrogen goes to heat. Some hydrogen combines with oxygen to form water. Coal Combustion and Carbon Dioxide Emissions

Energy Comparison
1 pound of wood = 6,401 BTUs = 1.9 KWH
1 pound of coal = 13,000 BTUs = 3.8 KWH
1,000 cubic foot of natural gas = 1,000,021 BTUs = 299 KWH
1 gallon of oil = 138,095 BTUs = 40.5 KWH
1 gallon of propane = 91,500 BTUs 26.8 KWH

Figure 1a Kilowatt-Hours per Pound

As seen from figure 1, natural gas provides the highest efficiency level followed by oil. Wood offers the lowest efficiency per pound at 1.9 KWH/lb and is followed by coal with twice the efficiency at 3.8 KWH/lb. Oil offers almost a 70% efficiency improvement over coal and propane is just slightly more efficient than coal.

Fuel Energy Efficiency
Wood = 1.9 KWH per pound
Coal = 3.8 KWH per pound
Natural Gas = 6.9 KWH per pound (liquid and gas measures are calculated at 6.3 pounds per gallon)
Oil = 6.4 KWH per pound
Propane = 4.3 KWH per pound

This is not the full story. While the energy efficiency of the fuel is important, a lot depends on the fuel efficiency of the stove or furnace that is used to heat your home. The heating efficiency of your stove or furnace has a substantial impact on the overall efficiency of the fuel’s heat value. The adjusted KWH in figure 1 indicates the fuel efficiency adjusted for the efficiency of the heating system. There is also some variance in the fuel efficiency given impurities, temperature, and water presence.

Adjusted Fuel Energy Efficiency
Wood @ 1.9 KWH per pound and stove efficiency of 70% equals 1.3 KWH/lb
Coal @ 3.8 KWH /lb and stove efficiency of 70% = 2.7 KWH/lb
Natural Gas @ 6.9 KWH /lb and furnace efficiency of 95% = 6.5 KWH/lb
Oil @ 6.4 KWH /lb and furnace efficiency of 85% = 5.5 KWH/lb
Propane @ 4.3 KWH /lb and furnace efficiency of 95% = 4.0 KWH/lb

Figure 1b Kilowatt-Hours per Kilogram

Figure 1b proves the same fuel types measured by liters and kilograms. While the absolute numbers are different, the relative fuel efficiency among the fuels is the same.

Energy Economics

The final phase of our fuel efficiency exercise is to compare an economic measure of fuel cost. The market price of fuel will vary by location, usage amount, and market conditions. Our prices were quarterly average U.S. energy prices by fuel type:
Natural Gas Prices, , Oil Prices, and Propane Prices
Coal and wood prices were based on local residential delivery.

Figure 2 Cost per Kilowatt-Hours

Coal and wood are among the lowest priced fuels. However, coal and wood require extensive hands-on control and cleaning which are not factored into costs. Natural gas is offered in many urban areas and is currently priced below oil or propane. Natural gas offers higher energy efficiency and is priced lower than oil or propane, but is not available in all urban markets and very limited rural availability.

The trade off between oil and propane, which can be found in most markets, is operating efficiency and maintenance. Modern oil furnaces are demonstrating higher operating efficiencies, but cost significantly more than propane. Oil does offer higher efficiency than propane, but maintenance costs are higher for oil furnaces and that cost is not reflected in these fuel costs measures.

Electric heat in some markets where utility rates are below oil or gas may offer favorable economics, but electric rates might be going higher as utilities switch to lower carbon emission fuels. The challenge is to migrate electric utilities from lower-priced coal with high CO2 emissions to natural gas with lower carbon emissions. The cost to lower CO2 emissions from coal burning utilities could force natural gas prices to rise. The bottom line is that energy prices will continue to rise with natural gas tide to oil production. Even with higher fuel prices, there is still a tremendous disparity between conventional and alternative energies with the cost of solar near $0.38 per KWH and residential electric rates of $0.11 per KWH.

Carbon Economics

Emission of CO2 from hydrocarbon fuels depends on the carbon content and hydrogen-carbon ratio. When a hydrocarbon fuel burns, the carbon and hydrogen atoms separate. Hydrogen (H) combines with oxygen (O) to form water (H2O), and carbon (C) combines with oxygen to form carbon dioxide (CO2).
How can a gallon of gas produce 20 pounds of CO2

From this example, a carbon atom has an atomic weight of 12, combines with two oxygen atoms each with a weight of 16, to produce a single molecule of CO2 an atomic weight of 44. To measure the amount of CO2 produced from a hydrocarbon fuel, the weight of the carbon in the fuel is multiplied by (44 divided 12) or 3.67.

Wood has half the carbon content than coal, but coal is twice as efficient as wood and therefore both have nearly the same high level carbon footprint. Oil benefits from having higher energy efficiency than propane giving oil 30% lower CO2 emissions pound for pound.

Figure 3 Pounds of CO2 by Fuel Type

Natural gas, because of its low carbon content and high fuel efficiency, achieves lower CO2 emissions than oil, propane, or coal. Natural gas produces 46% less CO2 than coal and 10% less than oil. With coal relatively abundant and cheap in comparison to oil or natural gas, energy prices may increase as electric utilities switch to lower CO2 emission natural gas or invest into emission reduction processes that add to capital costs and operating expense.