Climate Solutions: Chapter 7

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June 16, 2010, 5:48 pm
May 7, 2012, 11:54 am

The Inefficiency of Automobiles

Global climate change … time and geographic scales are unprecedented in their scope, touching every human activity that involves energy or land and requiring a strategy that stretches a century or more into the future. The actions needed to manage the risks of climate change require long-term commitments to severely limit net emissions of greenhouse gases to the atmosphere by developing and deploying new ways of producing and using energy across the world. [4]
—Jae Edmonds, Global Energy Technology Strategy Program, 2007

Utilities made their money by building stuff ... because they were rewarded by their regulators with increased rates on the basis of those capital expenses. The more capital they deployed, the more they made.… We are not going to regulate our way out of the problems of the Energy-Climate Era. We can only innovate our way. Pp. 222, 243
—Thomas Friedman, 2008

As much as we love cars, the typical car is not an efficient transportation device, for two big reasons: An internal combustion engine converts much of the fuel energy to waste heat, and most cars are far heavier than they need to be. There are many ways to measure efficiency. For example, we could use the ratio of the object being moved to the object doing the moving. Americans use 680 kilograms (1,500 pounds) of metal and plastic in the form of an average passenger car to transport an average adult who weighs 68 kilograms (150 pounds). So the “efficiency” of the automobile cannot exceed 10%—the fraction of the car’s total mass represented by the passenger (150 divided by 1,500). But this calculation is misleading. The mass of a car affects efficiency only indirectly, by increasing friction and conversion of energy to heat during braking, especially in stop-and-go traffic. Hybrids in which this energy is recaptured lose less energy to heat. Shedding vehicle weight would make gas mileage go up, even without changing the engine itself, as a lower weight reduces friction.

The efficiency of a typical car is limited through the underlying physics of burning hydrocarbons. Internal combustion engines are not efficient in their conversion of the chemical energy in gas or diesel fuel to mechanical energy for the drivetrain. The “fuel-to-wheel” efficiency for automobiles is about 20%. [18] Only about one-fifth of the chemical energy in a gasoline tank actually reaches the drivetrain as mechanical energy to move the vehicle. All the rest—about 80%—of the energy in your gas tank is used for something else other than driving. Where does the energy go? The “lost” energy escapes as evaporation, waste heat, internal friction, and exhaust gas.

A typical car traveling at 65 kilometers (40 miles) per hour on a level road consumes 7.6 liters per hour (2 gallons), which represents about 72 kilowatts (kW) of chemical energy. In the combustion process of a gasoline engine, four-fifths (57 kW) of the original chemical energy is lost as heat. The engine converts the remaining energy (about 14 kW) in the gasoline into the mechanical energy to drive the lights, fan, generator, water pump, transmission, and drive train. These components shed almost one-third of mechanical energy as heat (about 5 kW). Of the remaining mechanical energy, about half is expended as air friction and half goes into actually turning the tires on a road via friction. Only about 10 of the original 72 kW are available for forward (or backward) motion. In short, the thermodynamic efficiency of using internal combustion engines in our cars represents an actual energy efficiency of just under 14%. [16]

Online figures

Figure 7.1 US energy flows from source to end useThis diagram shows which energy sources (coal, oil, nuclear) we put to specific uses (buildings, transportation) in the United States in 2007. The unit of measure is quadrillion Btus. Source: [22]
Figure 7.6 Electricity’s fate on its way to usThis flow chart shows US electricity sources and uses during 2007. The conversion loss (27.15 quads) in useful energy as natural resources are converted to electricity is significant and shown in the upper right quadrant. This loss is nearly equal to all the electricity generated by all the coal (20.99 quads) and natural gas (7.72 quads) plants combined. The unit of measure is quadrillion Btus. Source: Fig. 5

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Online resources

Action items

  • Action 1: Green Buildings and Building Design
  • Action 2: Moving Forward?— Transportation and Emissions Reduction
  • Action 7: Biofuel Industry and CO2 Emissions?— Implications for Policy Development
  • Action 9: How to Ensure Wind Energy Is Green Energy
  • Action 10: Nuclear Energy?— Using Science to Make Hard Choices

Instructor resources

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This is a chapter from Climate Solutions Consensus.
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Citation

Wiegman, L., & Blockstein, D. (2012). Climate Solutions: Chapter 7. Retrieved from http://editors.eol.org/eoearth/wiki/Climate_Solutions:_Chapter_7