A 1000 MWe nuclear plant starts with ~120 tonnes of 3.67% LEU and typically purchases ~30–40 tonnes of 3.67% LEU fuel per year, starting from Year 2, using a 3-batch refueling cycle.

A 1 GW nuclear power plant should expect to pay around $125–140 million USD to purchase 40 tonnes of 3.67% enriched uranium fuel (as UF₆) on the commercial market in 2025, under standard long-term supply contracts.

=-=-=-=-=-=-=-=-=-=-=-=-=-=-=-

1 SWU is the work needed to:

  • Take 1 kg of natural uranium,

  • Enrich part of it to a higher percentage of U-235,

  • Remove the rest as depleted uranium (tails),

  • While keeping track of how much was separated.

If a centrifuge has a capacity of 5 SWU/year, and:

  • You’re enriching uranium to 5% U-235, and

  • You’re using a tails assay of 0.25%, and

  • It takes about 6 SWU to produce 1 kg of 5% LEU,

 

MODEL

CAPACITY (SWU/yr)[3]

ROTOR ASSEMBLY MATERIAL[4]

FIRST TESTED[5]

# INSTALLED

# IN PRODUCTION MODE[6]

 

IR-1

 

~0.8[7]

 

Aluminum + maraging steel

 

Late 1990s

Total: 7260

at FEP:[12] 6204
at PFEP: 12
at FFEP: 1044

Total: 7260

at FEP:[12] 6204
at PFEP: 12
at FFEP: 1044

IR-2m

~4-5[8]

Maraging steel + carbon fiber

 

2009

 

Total: 7065

at FEP:[13] 6786
at PFEP: 279
at FFEP: 0

Total: 4974

at FEP:[13] 4698
at PFEP: 276
at FFEP: 0

IR-4

~4-5[8]

Carbon fiber

 

2009

 

Total: 3451

at FEP:[13] 3084
at PFEP: 367
at FFEP: 0

Total: 2449

at FEP:[13] 2088
at PFEP: 361
at FFEP: 0

IR-5

6-10[9]

 

Carbon fiber[10]

 

 

2013

 

Total: 31

at FEP: 0
at PFEP: 31
at FFEP: 0

Total: 28

at FEP: 0
at PFEP: 28
at FFEP: 0

IR-6

6-10[9]

Carbon fiber[11]

2013

Total: 2865

at FEP:[13] 522
at PFEP: 601
at FFEP:[14] 1742

Total: 2165

at FEP:[13] 522
at PFEP: 423
at FFEP:[14] 1220

IR-6s

3-6[9]

Carbon fiber[10]

2013

Total: 21

at FEP: 0
at PFEP: 21
at FFEP: 0

Total: 20

at FEP: 0
at PFEP: 20
at FFEP: 0

IR-7

11-20[9]

Carbon fiber[10]

2019

Total: 1

at FEP: 0
at PFEP: 1
at FFEP: 0

Total: 0

at FEP: 0
at PFEP: 0
at FFEP: 0

IR-8

16-24[9]

Carbon fiber[10]

2017

Total: 1

at FEP: 0
at PFEP: 1
at FFEP: 0

Total: 0

at FEP: 0
at PFEP: 0
at FFEP: 0

IR-8B

10-15[9]

Carbon fiber[10]

2019

Total: 1

at FEP: 0
at PFEP: 1
at FFEP: 0

Total: 0

at FEP: 0
at PFEP: 0
at FFEP: 0

IR-9

34-50[9]

Carbon fiber[10]

2021

Total: 1

at FEP: 0
at PFEP: 1
at FFEP: 0

Total: 0

at FEP: 0
at PFEP: 0
at FFEP: 0

 

 

https://www.iranwatch.org/our-publications/weapon-program-background-report/irans-centrifuges-models-status

 

Feature IR‑6 IR‑9
Generation 3rd gen 5th gen
Height & Size Taller than IR‑1/2; dual rotors ≈5 m tall, very wide, 5 bellows
Theoretical Output ~10 SWU/year ~40–50 SWU/year
Practical Output ~5 SWU/year (in cascades) Not yet deployed in cascades
Development Status Fully deployed and enriching uranium Early-stage testing, no production use

 

 

Company / Country Typical SWU per Centrifuge Notes
Urenco (Germany, UK, NL) ~5–10 SWU/year (estimated) Uses Zippe-type; exact figures classified
Orano (France) ~5–8 SWU/year Uses ETC tech via George Besse II plant
Rosatom/Tenex (Russia) ~10–12 SWU/year (4th-gen) Russia has most efficient industrial centrifuges
CNNC (China) ~5–10 SWU/year Uses self-developed P2-type centrifuges
Iran (IR‑9, prototype) 40–50 SWU/year (theoretical) No other country uses such large single-unit capacity in practice

 

 

  • Iran’s IR-9 (~40–50 SWU) is unique in scale and not matched by any commercial centrifuge in active use.

  • The most efficient deployed commercial centrifuges (e.g., in Russia) may reach 10–12 SWU/year, but even that’s considered advanced.

  • No country or company is known to operate cascades using centrifuges of IR‑9’s capacity as of 2025.

     

     

     


    Notes

    • This is fresh fuel load needed annually.

    • Not all fuel is replaced every year: usually 1/3 of the core is refueled annually.

    A 1000 MWe light water reactor will typically buy ~60 tonnes of 3.67% enriched uranium fuel per year, not 180 tonnes.

    Centrifuge Type SWU/year Machines Needed for 60 t LEU/year
    IR‑1 ~0.9 ~300,000
    IR‑6 ~6 ~45,000
    IR‑9 ~45 ~6,000

    High-capacity centrifuges (like TC‑12 class with ~50 SWU/year design) are widely deployed in commercial enrichment — but in practice, they are:

     

    • Run below peak capacity (usually 35–45 SWU/year)

    • To optimize stability, cascade control, and longevity

    • And they are very efficient at that load for producing 3–5% LEU fuel.

     

  •  
  • Category Estimate
    Total centrifuges in Russia ~900,000–1.2 million units
    TC‑12 / 4th-gen centrifuges Likely ~100,000–300,000+ units
  •  
  •  
  • Key Differences

    Feature 🇮🇷 IR‑9 🇷🇺 TC‑12
    Development stage Prototype, single-machine tested Deployed in mass cascades
    Target SWU ~50 SWU (theoretical) 40–50 SWU (realized or near-realized)
    Cascade deployment ❌ None known ✅ Full industrial-scale cascades
    Reliability Unproven Proven for years in high-output facilities
    Design stability 5 bellows, longer rotor (more fragile) Shorter, optimized for durability

    🧠 Final Conclusion

    Iran wants the IR‑9 to rival or match the TC‑12,

  •  
  •  
  • Who Are the Western Producers?

    Entity Role Technology Level
    Urenco UK–Germany–Netherlands joint venture ✅ Direct TC‑12 competitor
    Orano (France) Partner in ETC, runs George Besse II ✅ Deploys ETC centrifuges
    ETC (Enrichment Technology Company) Joint venture (Urenco + Orano) ✅ TC‑12 designer & builder
    Centrus (USA) Licensed TC‑21 (AC100) from Urenco tech ⚠️ Limited deployment, no large cascade
  •  
  •  
  • 🇪🇺 ETC Deployment Overview


    ⚙️ Estimated Number of Centrifuges

    Assuming each centrifuge operates at ~35–45 SWU/year (a realistic production estimate in industrial deployment), we calculate:

    • Low-end estimate (45 SWU/unit):

      18,100,000÷45≈402,00018,100,000 \div 45 ≈ 402,000 centrifuge units

    • High-end estimate (35 SWU/unit):

      18,100,000÷35≈517,00018,100,000 \div 35 ≈ 517,000 centrifuge units


    ✅ Final Estimate

    The Urenco‑ETC network currently runs approximately 400,000 to 520,000 centrifuge units equivalent to TC‑12 in its four facilities.

    A 1 GW nuclear power plant should expect to pay around $125–140 million USD to purchase 40 tonnes of 3.67% enriched uranium fuel (as UF₆) on the commercial market in 2025, under standard long-term supply contracts.

  • 🇮🇷 Iran has likely invested around $1.2 to $1.8 billion USD in R&D plus mass production capability for 6,000 IR‑6 centrifuges, spanning materials, engineering, testing, factory setup, and workforce development.

  • =-=-=-=-=-=-=-=-=-=-=-=-=-
  • Sure — let’s go step by step. SWU stands for Separative Work Unit, and it’s a standard unit used to measure the effort required to enrich uranium.


    🔹 What is Enrichment?

    Natural uranium is mostly U-238 (~99.3%) with only about 0.7% U-235 (the fissile isotope). Nuclear reactors or weapons usually require higher U-235 concentrations:

    • 3–5% U-235 for light water reactors (LWRs),

    • >90% for weapons.

    To raise the U-235 concentration, we use enrichment, which separates isotopes using physical processes like centrifuges.


    🔹 What is a Separative Work Unit (SWU)?

    SWU quantifies the amount of effort it takes to increase the concentration of U-235 in a uranium sample.
    It depends on three masses:

    1. Feed (F) – the natural uranium you start with

    2. Product (P) – the enriched uranium you want

    3. Tails (W) – the leftover depleted uranium

    It also depends on the U-235 content (or “assay”) of each of these streams.


    🔹 SWU Formula

    The amount of SWU required is calculated using the following:

    SWU=P⋅V(xp)+W⋅V(xw)−F⋅V(xf)\text{SWU} = P \cdot V(x_p) + W \cdot V(x_w) – F \cdot V(x_f)

    Where:

    • xp,xw,xfx_p, x_w, x_f are the fractions of U-235 in product, waste (tails), and feed

    • The function V(x)=(1−2x)⋅ln⁡(1−xx)V(x) = (1 – 2x) \cdot \ln \left( \frac{1 – x}{x} \right)


    🔹 Example

    Let’s say:

    • You want 1 kg of uranium at 5% U-235 (i.e. xp=0.05x_p = 0.05),

    • From natural uranium with 0.711% U-235 (i.e. xf=0.00711x_f = 0.00711),

    • You set tails at 0.3% (i.e. xw=0.003x_w = 0.003)

    Using mass balance:

    F=P(xp−xw)xf−xw,W=F−PF = \frac{P(x_p – x_w)}{x_f – x_w} \quad , \quad W = F – P

    You calculate F and W, then plug into the SWU formula.


    🔹 Why is SWU important?

    • Costing: It helps pricing enrichment services.

    • Planning: It helps determine how many centrifuges or how much effort is needed.

    • Export control & tracking: SWU is used to track proliferation risk.


    If you’d like, I can now walk you through the exact calculation for a real example (e.g. 1 ton at 3.67% from natural uranium). Would you like to proceed with a sample SWU calculation?

  •  

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