What is Nuclear Energy
Nuclear energy comes either from spontaneous nuclei conversions or induced nuclei conversions. Among these conversions (nuclear reactions) are nuclear fission, nuclear decay, and nuclear fusion. Conversions are associated with mass and energy changes. One of the striking results of Einstein’s theory of relativity is that mass and energy are equivalent and convertible, one into the other. Einstein’s famous formula describes equivalence of the mass and energy:
Where M is the small amount of mass and C is the speed of light.
What does that mean? If nuclear energy is generated (splitting atoms, nuclear fusion), a small amount of mass (saved in the nuclear binding energy) transforms into pure energy (such as kinetic energy, thermal energy, or radiant energy).
The energy equivalent of one gram (1/1000 of a kilogram) of mass is equivalent to:
- 89.9 terajoules
- 25.0 million kilowatt-hours (≈ 25 GW·h)
- 21.5 billion kilocalories (≈ 21 Kcal)
- 85.2 billion BTUs
or to the energy released by combustion of the following:
- 21.5 kilotons of TNT-equivalent energy (≈ 21 kt)
- 568,000 US gallons of automotive gasoline
Whenever energy is generated, the process can be evaluated in terms of E = mc2.
Nuclear Binding Energy – Mass Defect
Nuclear Energy and Electricity Production
Today we use nuclear energy to generate proper heat and electricity. This electricity is generated in nuclear power plants. The heat source in the nuclear power plant is a nuclear reactor. As is typical in all conventional thermal power stations, the heat is used to generate steam which drives a steam turbine connected to a generator that produces electricity. In 2011 nuclear power provided 10% of the world’s electricity. In 2007, the IAEA reported 439 nuclear power reactors operating in the world, operating in 31 countries. They produce base-load electricity 24/7 without emitting any pollutants into the atmosphere (this includes CO2).
Nuclear Energy Consumption – Summary
Consumption of a 3000MWth (~1000MWe) reactor (12-months fuel cycle)
It is an illustrative example, and the following data do not correspond to any reactor design.
- A typical reactor may contain about 165 tonnes of fuel (including structural material)
- A typical reactor may contain about 100 tonnes of enriched uranium (i.e., about 113 tonnes of uranium dioxide).
- This fuel is loaded, for example, into 157 fuel assemblies composed of more than 45,000 fuel rods.
- A typical fuel assembly contains energy for approximately four years of operation at full power.
- Therefore about one-quarter of the core is yearly removed to the spent fuel pool (i.e., about 40 fuel assemblies). At the same time, the remainder is rearranged to a location in the core better suited to its remaining level of enrichment (see Power Distribution).
- The removed fuel (spent nuclear fuel) still contains about 96% of reusable material (it must be removed due to decreasing kinf of an assembly).
- This reactor’s annual natural uranium consumption is about 250 tons of natural uranium (to produce about 25 tonnes of enriched uranium).
- The annual enriched uranium consumption of this reactor is about 25 tonnes of enriched uranium.
- The annual fissile material consumption of this reactor is about 1 005 kg.
- The annual matter consumption of this reactor is about 1.051 kg.
- But it corresponds to about 3 200 000 tons of coal burned in coal-fired power plants per year.
See also: Fuel Consumption