sectoral economic costs and benefits of ghg mitigation - IPCC
sectoral economic costs and benefits of ghg mitigation - IPCC
sectoral economic costs and benefits of ghg mitigation - IPCC
Create successful ePaper yourself
Turn your PDF publications into a flip-book with our unique Google optimized e-Paper software.
Renewable Energy<br />
originates in the elasticity <strong>of</strong> <strong>costs</strong> to the stock – <strong>and</strong> not the flow – <strong>of</strong> R&D <strong>and</strong> installed<br />
capacities (thus inducing “maturity effects”), the second one corresponds to a floor level for<br />
technology <strong>costs</strong> that acts as a limit in the learning curves. These features are very important in<br />
order to avoid extreme “increasing returns to adoption” <strong>and</strong> “lock-in” situations <strong>and</strong> thus to give<br />
each technology a chance in the process <strong>of</strong> development <strong>and</strong> maturity <strong>of</strong> the different<br />
alternatives.<br />
Scarce, disparate <strong>and</strong> incomplete information has meant that gathering data on past R&D flows,<br />
as well as harmonising <strong>and</strong> formatting them according to the technology disaggregation<br />
embedded in POLES has necessitated a considerable amount <strong>of</strong> (hopefully reasonable)<br />
assumptions. The end result <strong>of</strong> this effort has been the construction <strong>of</strong> cumulative R&D time<br />
series corresponding to each technology, as shown in Figure 14. Data on total private R&D<br />
energy technology expenditure have been derived broadly as a function <strong>of</strong> public R&D<br />
expenditure supplemented <strong>and</strong> corroborated by more fragmentary information specific to the<br />
private sector. The data sets used for this study are planned to be extended <strong>and</strong> improved in the<br />
framework <strong>of</strong> a new study (the SAPIENT project).<br />
Figure 13<br />
Private <strong>and</strong> public cumulative R&D time series<br />
PRIVATE CUMULATED R&D<br />
PUBLIC CUMULATED R&D<br />
Million $90<br />
12000<br />
10000<br />
8000<br />
6000<br />
4000<br />
2000<br />
0<br />
1975 1980 1985 1990 1995<br />
Year<br />
HYD<br />
NUC<br />
NND<br />
PFC<br />
ICG<br />
ATC<br />
LCT<br />
CCT<br />
OCT<br />
GCT<br />
OGT<br />
GGT<br />
CHP<br />
SHY<br />
WND<br />
SPP<br />
DPV<br />
RPV<br />
LTS<br />
BF1<br />
BGT<br />
FCV<br />
SFC<br />
MFC<br />
Source: POLES model database, see below for acronyms<br />
Million $90<br />
20000<br />
18000<br />
16000<br />
14000<br />
12000<br />
10000<br />
8000<br />
6000<br />
4000<br />
2000<br />
0<br />
1975 1980 1985 1990 1995<br />
Year<br />
HYD<br />
NUC<br />
NND<br />
PFC<br />
ICG<br />
ATC<br />
LCT<br />
CCT<br />
OCT<br />
GCT<br />
OGT<br />
GGT<br />
CHP<br />
SHY<br />
WND<br />
SPP<br />
DPV<br />
RPV<br />
LTS<br />
BF1<br />
BGT<br />
FCV<br />
SFC<br />
MFC<br />
Data were collected <strong>and</strong> aggregated at world level (essentially OECD where most <strong>of</strong> the R&D<br />
can be safely assumed to occur), i.e. full spillover is assumed for R&D investment. According to<br />
the data from BERD, <strong>and</strong> for the time period 1989-1993, the ratio Private Total Energy<br />
R&D/Public Total Energy R&D ranges between 1.9 <strong>and</strong> 2.9.<br />
For the time period 1973-1992, the total sales volume <strong>of</strong> new power generation capacity has been<br />
estimated. It was found that for the period 1989-1992, the ratio private total energy R&D/total<br />
sales volume was remarkably constant at around 7-8% <strong>of</strong> the sales volume. We therefore<br />
reconstructed the whole private total energy R&D flows as a share <strong>of</strong> the current sales volume <strong>of</strong><br />
capital equipment in the power sector.<br />
3.5. The main POLES model as an inter-technology competition <strong>and</strong> diffusion model<br />
In the development <strong>of</strong> projections with endogenous treatment <strong>of</strong> technology, the main POLES<br />
model plays a double role. First it allows to calibrate, by a set <strong>of</strong> successive simulations with<br />
different levels <strong>of</strong> carbon constraint, the expected Rate <strong>of</strong> Return <strong>of</strong> investment in R&D for one<br />
122