Class FissionFusion
java.lang.Object
org.episteme.natural.physics.nuclear.FissionFusion
Fission and fusion calculations.
- Since:
- 1.0
- Author:
- Silvere Martin-Michiellot, Gemini AI (Google DeepMind)
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Field Summary
FieldsModifier and TypeFieldDescriptionstatic final RealD-D fusion: D + D → He-3 + n + 3.27 MeV (50%) or T + p + 4.03 MeV (50%)static final RealD-T fusion: D + T → He-4 + n + 17.6 MeVstatic final RealLawson criterion for D-T at 10 keVstatic final RealTriple product threshold for D-T ignitionstatic final Realp-p chain total energy: ~26.73 MeV (stellar fusion)static final RealEnergy released per U-235 fission event. -
Constructor Summary
Constructors -
Method Summary
Modifier and TypeMethodDescriptionstatic RealcriticalMassEstimate(Real density, Real macroFissionXS, Real neutronsPerFission) Estimates critical mass for a spherical bare core.static RealenergyGainQ(Real fusionPower, Real inputPower) Estimates energy gain Q = fusion power / input power.static RealfissionEnergy(Real numFissions, Real energyPerFission) Calculates energy released from fission events.static RealfissionRate(Real powerWatts) Number of fissions per second in a reactor (power level).static RealfusionEnergy(Real numReactions, Real energyPerReaction) Calculates fusion energy yield.static ReallawsonProduct(Real density, Real confinementTime) Lawson criterion for fusion ignition. n * Ä > L where n is density (m⻳), Ä is confinement time (s) For D-T: n*Ä > 1.5 Ã 10²â° m⻳·s at 10 keVstatic RealtripleProduct(Real density, Real temperature, Real confinementTime) Triple product criterion (improved Lawson). n * T * Ä > threshold For D-T ignition: n*T*Ä > 3 Ã 10²¹ keV·m⻳·s
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Field Details
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U235_ENERGY_MEV
Energy released per U-235 fission event. Average: ~200 MeV total, ~180 MeV recoverable -
DT_ENERGY_MEV
D-T fusion: D + T → He-4 + n + 17.6 MeV -
DD_ENERGY_MEV_AVG
D-D fusion: D + D → He-3 + n + 3.27 MeV (50%) or T + p + 4.03 MeV (50%) -
PP_CHAIN_ENERGY_MEV
p-p chain total energy: ~26.73 MeV (stellar fusion) -
DT_LAWSON_CRITERION
Lawson criterion for D-T at 10 keV -
DT_TRIPLE_PRODUCT_THRESHOLD
Triple product threshold for D-T ignition
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Constructor Details
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FissionFusion
public FissionFusion()
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Method Details
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fissionEnergy
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criticalMassEstimate
Estimates critical mass for a spherical bare core. M_c ≈(À / 3) * (ÃÂÂÂ_c / (ν - 1)) * (1/Σ_f)³ * λ_tr This is a highly simplified model. Real critical mass depends on: - Geometry, reflectors, enrichment, density- Parameters:
density- Material density (kg/m³)macroFissionXS- Macroscopic fission cross-section (1/m)neutronsPerFission- Average neutrons per fission (ν)- Returns:
- Approximate critical mass in kg
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fissionRate
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fusionEnergy
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lawsonProduct
Lawson criterion for fusion ignition. n * Ä > L where n is density (m⻳), Ä is confinement time (s) For D-T: n*Ä > 1.5 Ã 10²â° m⻳·s at 10 keV- Parameters:
density- Plasma density (particles/m³)confinementTime- Energy confinement time (s)- Returns:
- n*Ä product
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tripleProduct
Triple product criterion (improved Lawson). n * T * Ä > threshold For D-T ignition: n*T*Ä > 3 Ã 10²¹ keV·m⻳·s- Parameters:
density- Plasma density (m⻳)temperature- Ion temperature (keV)confinementTime- Energy confinement time (s)- Returns:
- Triple product
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energyGainQ
Estimates energy gain Q = fusion power / input power. Q = 1 → breakeven, Q > 1 → net energy- Parameters:
fusionPower- Power from fusion reactionsinputPower- Power used to heat/confine plasma- Returns:
- Q factor
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