exotic nuclei structure and reaction noyaux exotiques ... - IPN - IN2P3
exotic nuclei structure and reaction noyaux exotiques ... - IPN - IN2P3
exotic nuclei structure and reaction noyaux exotiques ... - IPN - IN2P3
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Simplified construction of a world energy mix in 2050:<br />
how to make up with climate constraint <strong>and</strong> human needs?<br />
<strong>IPN</strong>O Participation: S. Bouneau, S. David, O. Méplan<br />
Collaboration : J.-M. Loiseaux (LPSC Grenoble)<br />
L’étude réalisée résulte d’une réflexion menée sur le paysage énergétique mondial de 2050. Il ne s’agit pas<br />
d’un travail de prospective, mais d’une construction du bouquet énergétique en 2050, basée sur des données<br />
et des hypothèses globales explicitées (consommation d’énergie, répartition mondiale, émission de<br />
CO 2 ). Les résultats permettent de dégager des tendances pertinentes et d’apporter des informations quantitatives<br />
sur le monde énergétique de 2050, du point de vue des besoins, des sources d’énergie et des<br />
gr<strong>and</strong>es régions mondiales. Nous montrons par exemple que doubler la consommation d’énergie au niveau<br />
mondial tout en réduisant les inégalités de consommation entre populations riches et pauvres dem<strong>and</strong>era<br />
aux populations les plus favorisées de réduire leur consommation d’énergie de 30% en moyenne d’ici<br />
2050. Ces efforts ne permettront pas pour autant une augmentation significative de la consommation des<br />
plus pauvres (moins d’un facteur 2). Par ailleurs, répondre à la contrainte climatique conduit à une modification<br />
importante du bouquet énergétique mondial en 2050 : 20% d’énergies fossiles avec émission de<br />
CO 2 (contre 80% aujourd’hui), 25% de fossiles avec captage et séquestration de CO2, 30% d’énergies<br />
renouvelables et 25% de nucléaire. Enfin, nous mettons en évidence un manque de source productrice de<br />
chaleur, qui se traduit par un report massif sur l’électricité dans tous les secteurs de consommation : transport,<br />
industrie et résidentiel/tertiaire.<br />
Introduction<br />
At the world scale, the energy needs are presently<br />
fulfilled for 80% by fossil energies, but by now, it is<br />
well established that anthropogenic green-house<br />
gas emission (GHGE) <strong>and</strong> mainly CO2 emitted by<br />
fossil fuel use are responsible for climate warming.<br />
Though global warming cannot be prevented, a<br />
significant reduction of GHGE may limit the mean<br />
temperature rise to + 2°C.<br />
Energy consumption is very unequally distributed<br />
in the world. Although the population of rich countries<br />
represents only 20% of the world population,<br />
they consume more than 50% of the total energy<br />
produced. However, the economic development of<br />
some emerging countries such as China <strong>and</strong> India<br />
allows a part of their population to considerably<br />
raise their st<strong>and</strong>ard of living <strong>and</strong> consequently their<br />
energy consumption. Nevertheless, an important<br />
part of the world population, mainly in poor <strong>and</strong><br />
emergent countries <strong>and</strong> particularly rural populations,<br />
has an extremely low energy consumption<br />
level. In the coming years, the population of today’s<br />
rich countries will not increase while the<br />
population of emergent <strong>and</strong> poor countries will rise<br />
significantly up to 2050 at least.<br />
The goal of this study is to build a representation of<br />
the world energy dem<strong>and</strong> in 2050 taking into account<br />
in a simple but realistic way all the relevant<br />
parameters on which it depends: population, total<br />
energy consumption, climate constraint, potential<br />
of available energy sources, appropriateness of<br />
these sources to the needs. The initial assumptions<br />
for 2050 are a human population of 9 billion,<br />
a total energy consumption limited to 20 Gtoe/y,<br />
<strong>and</strong> a cut by a factor 2 of the CO 2 emissions which<br />
Repartition of the world energy consumption requires<br />
a fossil fuel consumption with CO 2 emissions limited<br />
to 4,2 Gtoe/y.<br />
Repartition of the world energy consumption<br />
In order to take into account the large spread of<br />
per capita energy consumption, inside the poor<br />
<strong>and</strong> developing countries, we choose to divide<br />
their populations into 3 groups called P 1 , P 2 , P 3 ,<br />
corresponding to 3 consumption levels C 1 , C 2 , C 3<br />
(high, medium <strong>and</strong> low). This approach implies that<br />
C 1 , C 2 , C 3 have the same value everywhere in the<br />
world. The world has been divided in 12 economic<br />
entities. In a first step, the present rich countries’<br />
population is classified in the P 1 group. For the<br />
other entities, the 2050 population distribution between<br />
P 1 , P 2 , P 3 groups is done on the basis of<br />
their present state of development <strong>and</strong> their level<br />
of urbanisation in 2050.<br />
The second step of our analysis consists in a<br />
quantification of the 3 levels C 1 , C 2 , C 3 of energy<br />
consumption per capita by defining the following<br />
ratios “C 1 /C 3 ; C 2 /C 3 ; C 3 /C 3 ” in 2050. Convinced<br />
that a fair <strong>and</strong> more equitable access to energy for<br />
the entire world <strong>and</strong> that a common will to avoid a<br />
climate disruption, are necessary conditions to a<br />
more pacified world able to overcome the energy<br />
<strong>and</strong> climate challenges, we took the option of reducing<br />
significantly the present disparities. The<br />
“inequality key” “C 1 /C 3 ; C 2 /C 3 ; C 3 /C 3 ” in 2050 has<br />
been chosen to be 4/2/1 in 2050 instead of about<br />
10/2/1 today between rich, emerging <strong>and</strong> poor<br />
countries. This choice <strong>and</strong> the above distribution in<br />
P 1 , P 2 , P 3 groups give immediately the following<br />
equation:<br />
P1 C1 P2 C2 P3 C<br />
3<br />
= 20 Gtoe/y<br />
World World World<br />
<strong>and</strong> C 1 = 3.5 toe/cap/y, C 2 = 1.75toe/cap/y, C 3 =<br />
0.87 toe/cap/y. The inequality key choice (with<br />
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