step-by-step technical analysis based on typical radar equations, the data you provided (RCS, radar types), and open-source performance figures.
1. Assumptions and Data
J-35 RCS: 0.01 m² (conservative: 0.1 m²)
Rafale (clean): RCS 0.5 m²; Rafale (with 6 missiles): RCS up to 10 m²
J-35 AESA radar: Likely KLJ-7A or more advanced (approx. 200+ km detection for 5 m² target)
Rafale RBE2-AA AESA radar: ~200 km detection for 5 m² target
J-10C: Not primary here, but its radar is roughly similar to Rafale in class (KLJ-7A, see above).
2. Radar Range Equation
Radar detection range (for a given probability of detection) scales as:
Detection Range ∝ (Radar Power × Antenna Gain × Target RCS)^(1/4)
So, if you know detection range for a reference RCS, you can scale for a new RCS:
New Range = Reference Range × (New RCS / Reference RCS)^(1/4)
3. J-35 Detecting Rafale
New Range=200×(510)1/4=200×(2)0.25≈200×1.19=238 km
So J-35 can detect Rafale (loaded) at ~238 km.
New Range=200×(50.5)0.25=200×(0.1)0.25≈200×0.56=112 km
4. Rafale Detecting J-35
New Range=200×(50.01)0.25=200×(0.002)0.25≈200×0.21=42 km
New Range=200×(50.1)0.25=200×(0.02)0.25≈200×0.38=76 km
5. Summary Table
6. Interpretation
J-35 will see and lock onto Rafale at much longer ranges—especially if Rafale is carrying missiles externally.
Rafale is at an overwhelming disadvantage: it might never see the J-35 before being fired upon.
Even if we use the larger RCS for J-35 (0.1 m²), Rafale still cannot detect it until much closer—by which point J-35 can fire a PL-15 (range >150 km).
AESA radars are similar class, but RCS difference dominates.