Step 1: Separate bending and torsion effects on a wing box.
- Upward bending (from positive lift) tends to put the upper surface in compression and the lower surface in tension uniformly across the chord.
- Nose-down torsion (clockwise moment about the quarter-chord for a conventional airfoil with \(C_m<0\)) produces tension on the upper forward (leading-edge top) and compression on the bottom aft (trailing-edge bottom).
Step 2: Interpret the observed maxima.
The given pattern—tension at upper forward and compression at bottom aft—matches a strong nose-down torsional loading superposed on the usual upward bending. This occurs when the aerodynamic \(|C_m|\)–effect is pronounced.
Step 3: Link to \(V\!-\!n\) corners.
At positive low angle of attack but high airspeed (right–upper corner of the \(V\!-\!n\) envelope), dynamic pressure is large. Even with modest \(\alpha\), the aerodynamic center pitching moment (typically nose-down for transport airfoils) produces a large torsional moment, dominating the chordwise stress distribution and giving exactly the observed tension/compression locations.
At positive high \(\alpha\) (near-stall corner), bending dominates (upper-surface compression, lower-surface tension across the chord), which does not yield the specific forward/aft maxima stated. Negative-\(\alpha\) corners would reverse signs.
Final Answer:
\[
\boxed{\text{Positive low angle of attack}}
\]
A uniform symmetric cross-section cantilever beam of length \( L \) is subjected to a transverse force \( P \) at the free end, as shown in the figure. The Young’s modulus of the material is \( E \) and the moment of inertia is \( I \). Ignoring the contributions due to transverse shear, the strain energy stored in the beam is ___________.

A simply supported horizontal beam is subjected to a distributed transverse load varying linearly from \( q_0 \) at A to zero at B, as shown in the figure. Which one of the following options is correct?
