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ENERGY FOR A SUSTAINABLE WORLD - World Resources Institute

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Appendix<br />

A Top-Down Representation of Our<br />

Bottom-Up Global Energy Demand<br />

Scenario<br />

The "bottom-up" or end-use construction of<br />

the global energy demand scenario presented<br />

in Chapter IV and summarized in Figure 9 will<br />

be unfamiliar to those more accustomed to<br />

"top-down" model representations of the<br />

energy future.<br />

To express our global energy demand<br />

scenario in terms more familiar to most energy<br />

modelers, we have constructed a simple model<br />

relating commercial final energy demand per<br />

capita (FE/P) to gross domestic product per<br />

capita (GDP/P), the average price of final<br />

energy (P e ), a rate of energy efficiency improvement<br />

(c) that is not price-induced, an income<br />

elasticity (a), and a long-run final energy<br />

price elasticity (-b):<br />

FE/P (t) = A x [GDP/P (t)] a x [P e (t)]' b /(I + c)t,<br />

where "A" is a constant. This is the aggregate<br />

energy demand equation underlying the <strong>Institute</strong><br />

for Energy Analysis/Oak Ridge Associated<br />

Universities (IEA/ORAU) global energy-economy<br />

model. 1 Here the equation is applied<br />

separately to industrialized and developing<br />

countries, relating FE/P, GDP/P, and P e values<br />

in 2020 to those in 1972 for illustrative values<br />

of the parameters (a, b, and c).<br />

Figures Al and A2 show per capita GDP and<br />

energy-price parameters consistent with this<br />

study's energy demand scenarios for industrialized<br />

countries and for developing countries,<br />

respectively, for alternative assumptions about<br />

income and price elasticities and the non-priceinduced<br />

energy-efficiency improvement rate.<br />

The year 1972 is chosen as the base year for<br />

this modeling exercise because it is the last<br />

year before the first oil price shock, so<br />

presumably the economic system was then in<br />

equilibrium with the existing energy prices<br />

(unlike the situation in 1980, say). For this base<br />

year, the values of FE/P were 4.7 kW and 0.38<br />

kW, compared to the 2020 scenario values of<br />

2.5 kW and 1.0 kW for industrialized and<br />

developing countries, respectively. (Note: the<br />

commercial energy use values needed for this<br />

analysis account for only about half the total<br />

final energy use in developing countries at<br />

present.)<br />

For the income elasticity a value of 0.8 was<br />

selected to capture the effects of the ongoing<br />

shift to less energy-intensive economic activity<br />

in industrialized countries. The value of unity<br />

assumed in many modeling efforts is included<br />

for comparison.<br />

For developing countries, income elasticities<br />

of 1.4 and 1.1 are assumed for these displays.<br />

The value of 1.4 was used for developing countries<br />

in the 1983 IEA/ORAU study 2 and may be<br />

roughly characteristic of the historical situation<br />

in developing countries. However, as developing<br />

countries modernize in the decades ahead,<br />

113

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