GATE AE 2026 • Q25 MSQ • 1 Mark Aerodynamics & Fluid Mechanics

Aerodynamics & Fluid Mechanics

Airfoil & Wing Theory

Subtopic: High-Lift Devices & Flaps

Question Statement:

Shown below are qualitative illustrations of the lift curve for an airfoil when two different control surfaces are in their respective retracted and deployed configurations. Which of the following is/are TRUE?
Question figure for GATE AE 2026 Q25

Scientific schematic diagram reproduced from official IIT paper

Options:

  • (A) Figure P is for a flap
  • (B) Figure P is for a slat
  • (C) Figure Q is for a slat
  • (D) Figure Q is for a flap

Official Answer Key:

A, C

Step-by-Step Solution & Explanation

### **Detailed Step-by-Step Solution (GATE AE 2026 Q.25)** **1. Intuitive Physical Setup & Given Parameters**: The problem displays qualitative lift curves ($C_L$ vs $\alpha$) comparing clean configurations with deployed high-lift devices: - **Figure P**: Deployment shifts the entire linear lift curve upward/to the left without significantly changing the stall angle $\alpha_{\text{stall}}$, yielding a large positive $\Delta C_{L0}$. - **Figure Q**: Deployment preserves the zero-lift angle of attack $\alpha_{L=0}$ and linear slope, but delays boundary-layer separation, drastically increasing $\alpha_{\text{stall}}$ and $C_{L,\text{max}}$. We must identify which figure corresponds to a trailing-edge flap and which corresponds to a leading-edge slat (MSQ). **2. Step-by-Step Aerodynamic Derivation**: 1. **Trailing-Edge Flaps**: - Deflecting a trailing-edge flap increases the effective camber of the airfoil. - According to thin airfoil theory, increasing camber shifts the zero-lift angle of attack to a more negative value ($\Delta \alpha_{L=0} < 0$). - This shifts the $C_L$-$\alpha$ curve vertically upward: higher $C_L$ at every angle of attack, but $\alpha_{\text{stall}}$ remains similar or slightly decreases due to adverse pressure gradients. - This signature matches **Figure P**. 2. **Leading-Edge Slats**: - A leading-edge slat introduces high-momentum air into the upper-surface boundary layer through a slot, energizing the flow and delaying separation. - Slats do not change the basic camber or zero-lift angle of attack significantly at low $\alpha$. - Instead, they allow the airfoil to operate at much higher angles of attack before stalling (increasing $\alpha_{\text{stall}}$ significantly, e.g. from $14^\circ$ to $22^\circ$). - This signature matches **Figure Q**. 3. Therefore, Figure P represents a **flap** and Figure Q represents a **slat**. **3. Comprehensive Options & Distractor Analysis**: - **(A) Figure P is for a flap**: ✅ **CORRECT**. Flaps increase camber, shifting the lift curve up ($\Delta C_L$ increment at fixed $\alpha$). - **(B) Figure P is for a slat**: ❌ **INCORRECT**. Slats do not shift the linear $C_L$ intercept at zero angle of attack. - **(C) Figure Q is for a slat**: ✅ **CORRECT**. Slats delay boundary layer stall to much higher angles of attack. - **(D) Figure Q is for a flap**: ❌ **INCORRECT**. Flaps typically decrease or maintain the stall angle, not extend it dramatically. **4. Official Master Key & Exam Takeaway**: - **Official Answer Key**: **A, C** - **Exam Takeaway**: Trailing-edge flaps increase effective camber (vertical lift curve shift); leading-edge slats control boundary layer separation (horizontal extension of linear range and increased stall angle).
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