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Emissions Scenarios - IPCC

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Scenario Driving Forces 143<br />

(a)<br />

(b)<br />

2000 2050 2100 2000 2050 2100<br />

2000 2050 2100 2000 2050 2100<br />

Figure 3-14: <strong>Emissions</strong> of carbon dioxide from deforestation: (a) global, (b) Asia, (c) Africa, (d) Latin America. <strong>Scenarios</strong><br />

numbers are given m Table 3-7.<br />

deforestation range from zero to 30% of their base-year<br />

estimates.<br />

As emissions from deforestation are more significant in<br />

developing regions than industrial regions, few scenarios of<br />

COj from deforestation are available for industrial regions, so<br />

the focus here is on developing regions only. For Asia,<br />

emissions in all but one scenario (EPA-SCW, 7-1 in Table 3-7)<br />

steadily decline after the base year, and reach 25% or less of<br />

their 1990 value in 2100 (Figuie 3-14b). For Africa, emissions<br />

first increase before eventually decreasing in 2100 to a small<br />

fraction of their 1990 value (Figure 3-14c). In this scenario,<br />

deforestation rates decline in Asia and Africa because of the<br />

depletion of their forests. For Latin America, the wide range of<br />

scenarios reflects the wide range of views about its future rates<br />

of deforestation (Figure 3-14d).<br />

One of the main factors that affects estimates of COj from<br />

deforestation is the assumed deforestation rate, which is<br />

estimated by a wide variety of methods. For example, the<br />

IS92a-IS92f scenarios assume that deforested area is<br />

proportional to population, with a time lag of 25 years, and that<br />

deforestation continues until 25 years after the population<br />

stabilizes or until forests ai-e exhausted (Leggett et al., 1992).<br />

The IMAGE 2.1 emission estimates are based on computed<br />

changes in global land cover, which take into account changing<br />

demand for agricultural commodities. Trexler and Haugen<br />

(1995) compute the rate of tropical deforestation on a countryby-country<br />

basis, and include information from questionnaires.<br />

Jepma (1995) uses a combination of three models (a socioeconomic<br />

model, a wood demand-supply model, and a landuse<br />

model), while Palo et al. (1997) correlate deforestation<br />

rates with income levels. To further confound this situation, the<br />

factors that affect deforestation vary greatly from place to<br />

place, and therefore need to be defined as locally as possible.<br />

Figure 3-15 presents population assumptions of various<br />

deforestation scenarios, together with the assumed or implied<br />

deforestation rates on a per capita basis. The shape of the<br />

emission curves (Fig. 3-14) follows the shape of the<br />

deforestation rate curves, rather than that of the population<br />

assumptions. However, the range of emissions is much larger

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