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Long-term availability of uranium resources a bivariate statistical approach

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HAL Id: cea-02489562

https://hal-cea.archives-ouvertes.fr/cea-02489562

Submitted on 24 Feb 2020

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Long-term availability of uranium resources a bivariate statistical approach

A. Monnet, J. Percebois, S. Gabriel

To cite this version:

A. Monnet, J. Percebois, S. Gabriel. Long-term availability of uranium resources a bivariate statistical approach. European Nuclear Young Generation Forum 2015, Jun 2015, Paris, France. �cea-02489562�

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Background and objectives – Uranium resources

Further developments – Price formation mechanism

Long-term availability of uranium resources: a bivariate statistical approach

Nuclear Energy Division (DEN)

Nuclear Activities Direction of Saclay (DANS)

Institute for Techno-Economics of Energy Systems (I-tésé)

European Nuclear Young Generation Forum 2015 – June 22

nd

-26

th

2015

References

A. Monnet, et al., Assessing the potential production of uranium from coal-ash milling in the long term, Resources Policy, vol. 45, pp. 173-182, 2015.

A. Monnet, et al., Statistical model of global uranium resources and long-term availability, Global 2015, September 20th-24th, Paris, France (Accepted).

Early results – Supply model: the case of the United States

Methodology – Supply model

From supply model to price formation mechanism:

• The application of the supply model to the US will be conducted for

the world allowing the long-term resource depletion to be included in

the mid-term dynamics of the price mechanism.

• Existing price formation mechanisms: generally limited to

short/mid-term applications with limited production rates but with no resource

depletion.

The price formation mechanism will take account of:

• Limited regional production rates, based on profitability

• Resource depletion through the supply model

• Discoveries as a function of exploration activities

• Mining development, potentially dependent on allocated profits, and

individual strategies

A. Monnet, S. Gabriel, Uranium from coal ash: resource assessment and outlook on production

capacities, Proceedings of the International Symposium on Uranium Raw Material for the Nuclear Fuel

Cycle (URAM 2014 conference, IAEA, Vienna).

A. Monnet, et. al., Unconventional uranium & feeding the future nuclear fleet, Presentation at the Technical Meeting on Uranium from Unconventional Resources (IAEA, Vienna, 2014).

Unbiased grade & tonnage distribution:

known & unknown US deposits

US cumulative supply curve

Cost of all deposits

(U,$)

Resource aggregation following a merit order

Known US deposits (teneur, tonnage)

(IAEA uranium data: UDEPO)

Bias due to the discovery of bigger and richer

deposits first

Economic filter

WISE data: (U,$)

Economic

appraisal

WISE data: (U,$)

(𝑈, $)

Bivariate lognormal model

Regional statistical approach

Specific regional

economics and geology

Bivariate supply model

Deposit cost and U content

Functions of grade and tonnage

Today’s known deposits

Known & unknown deposits

1 deposit

1 grade

1 tonnage

IAEA uranium data: UDEPO

1 mining project

1 U quantity

U

1 unit cost

$

WISE data (Recent mining projects)

(

𝑼

,

$

)

𝑟𝑒𝑔𝑖𝑜𝑛𝑠

The other recent supply models are either very simplified (cost and cumulated quantities are functions of grade only, cf. Schneider, MIT) with world aggregated data and no regional specificity, or very detailed (multi-parametric, cf. USGS), allowing for precise regional appraisals but no systematic approach for the world due to unavailable data in many countries.

Long-term cumulative supply curve

World nuclear

power scenarios

Long-term U price

Supply model

Price formation

mechanism

Exogenous demand

The expansion of the world nuclear fleet

depends on the uranium resource availability

Necessity to analyze the supply/demand

equilibrium in the long term

What quantities? At what cost?

(Cumulative supply curve)

Antoine MONNET*, Jacques PERCEBOIS**, Sophie GABRIEL*

*CEA/DEN, F-91191 Gif-sur-Yvette, France

** Université Montpellier 1 – UFR d'Economie – CREDEN (Art Dev UMR CNRS 5281), Avenue Raymond Dugrand, CS 79606, 34960 Montpellier

Corresponding author: A. MONNET

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