Live Quiz Arena
🎁 1 Free Round Daily
⚡ Enter ArenaQuestion
← ScienceWhich error increases when approximating complex aerodynamic shapes numerically using higher order polynomial basis functions?
A)Round-off error gets significantly magnified✓
B)Computational cost accelerates exponentially
C)Memory bandwidth becomes severely limited
D)Parallel processing efficiency is diminished
💡 Explanation
Round-off error is magnified by Runge's phenomenon; this states that with higher degree polynomials, oscillations near the edges lead to divergence, because error accumulates rather than diminishes as it would with optimized functions or different interpolation.
🏆 Up to £1,000 monthly prize pool
Ready for the live challenge? Join the next global round now.
*Terms apply. Skill-based competition.
Related Questions
Browse Science →- Which mechanism causes increased drag on a high-speed train exceeding a critical velocity?
- Which problem impacts long-range LIDAR accuracy due to atmospheric conditions?
- Which pressure surge results when sudden valve closure occurs in a high Reynolds number pipeline?
- Which outcome occurs inside distillation columns in chemical plants when internal pressure exceeds design limits?
- Which risk increases when a steam turbine in a Rankine cycle operates with wet steam?
- Which consequence results when single electrons tunnel through a quantum dot?
