Advanced aerodynamics
How to Interpret Airfoil Pressure Coefficient (Cp) Distributions
HENDOI · 27 October 2026
A Cp plot is the surface pressure versus chord. The suction peak, the rooftop and the recovery explain the lift, the boundary layer and the Mach limit.
The axes
Cp is (p − p∞)/q∞. x/c runs from the leading edge to the trailing edge. By a long-standing plotting habit, negative Cp is drawn upward, because suction is the upper-surface story you are there to read. A point at Cp = +1 is a stagnation point in incompressible flow: the local speed is zero. A point at Cp = 0 is freestream pressure. A point at Cp = −2 is a strong suction, local speed well above freestream. In compressible flow the stagnation Cp is not exactly 1, and a sonic condition corresponds to a critical Cp that depends on freestream Mach. The plot should say the Mach number and the angle of attack. A Cp curve with neither is an illustration.
A guided tour of a healthy upper surface
- Stagnation. Just under the leading edge, or at it, Cp is near +1. Angle of attack moves the stagnation point onto the lower surface, which is why the upper surface then accelerates hard around the nose.
- Suction peak. A spike of negative Cp near the nose means high local speed. A very sharp peak is a warning: the boundary layer will see a sudden adverse gradient immediately afterward, and at high Mach this peak is where a shock will form first.
- Rooftop. A long region of nearly constant Cp is a “rooftop” loading. Supercritical sections use a mild rooftop to keep the peak from going sonic too early, then recover carefully. A natural-laminar section uses a favourable or flat pressure to delay transition.
- Recovery. Cp climbs back toward the trailing-edge value. This is the adverse gradient. Steep recovery invites separation. A pressure plateau partway along is the footprint of a laminar separation bubble: the flow separated, sat at roughly constant pressure, and reattached turbulent.
- Trailing edge. Upper and lower Cp should approach each other. A large mismatch, or a wild spike, often means a geometry or a panel problem rather than a brilliant new loading.
Lower surface and the lift
The lower surface is usually the quieter curve: milder suction or mild pressure, depending on camber and α. Lift is related to the area between the upper and lower distributions, accounting for the surface slope. You cannot integrate a Cp plot with a ruler and get a certified CL, but you can see which change produced a CL change. More area between the curves, more normal force. A collapsed upper-surface suction near stall is the same event as the break in the lift curve, seen locally.
What designers look for
| Feature you see | Likely meaning |
|---|---|
| Sharp leading-edge spike at the design CL | Risky for stall and for critical Mach. Consider a larger nose radius or less local camber. |
| Flat rooftop, then a smooth recovery | Intentional loading. Check that the recovery is not already separated at a slightly higher CL or a lower Re. |
| A flat step in Cp | Bubble. Confirm with skin friction or a transition plot before you call it a plotting glitch. |
| A sudden jump in Cp at high Mach | A shock, if the method can hold one. A compressibility correction that merely deepens the peak is not a shock plot. |
| Wiggles at the scale of the panel spacing | Geometry noise or an under-resolved nose. Fix the coordinates before you “optimize” the wiggles. |
CL, CD and CM are the scores. Cp is the explanation. When an optimizer improves CD, ask to see the Cp that did it. If the new pressure field is a spike you do not understand, the drag gain is not yet a design.
Where this sits in the series
In simple words: what this page is for
A Cp plot is the surface pressure versus chord. The suction peak, the rooftop and the recovery explain the lift, the boundary layer and the Mach limit.
This lesson exists because section decisions fail when geometry, method labels and selection reasons are scattered. How to Interpret Airfoil Pressure Coefficient (Cp) Distributions helps you keep a clean trail from shape to polar to choice.
Why the topic matters
Engineers lose time when a title sounds clear but the page only sketches the idea. This article expands How to Interpret Airfoil Pressure Coefficient (Cp) Distributions so you can answer three questions without jargon: what is the idea, when do you use it, and how do you check it in a HENDOI product.
Read the sections above for the core definitions. Use the steps below to move from reading into a real project trail you can share with a teammate.
How to apply this in HENDOI
In practice: create a HENDOI account or log in, open HENFOIL, bring a section in (create, import DAT, or digitize), pass the geometry gate, climb the analysis ladder only as far as the decision needs, then compare and archive. Every calculated number should keep its method label.
When the section choice is ready for the aircraft, continue in HENSYNTH for mission, compliance and trades. Same account. Same plans.
What this page will not claim: a teaching polar or geometry note is not a flight-Re certificate. HENFOIL labels methods so you know what you bought. Tunnel data and professional judgement still sit outside any single software run.
Checklist before you leave this page
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Related reading on this site
- Active Flow Control on Airfoils: Suction, Blowing and Synthetic Jets
- What Is the Aerodynamic Center of an Airfoil? Location, Meaning and Applications
- How to Identify Numerical Convergence Problems in Airfoil Analysis
- How to Build an Airfoil Analysis Database with Consistent Simulation Conditions
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These pages teach the ideas. They are not wind-tunnel data and not a certification analysis. When a number matters, compute it at a stated Reynolds number, Mach number and transition setting, and keep the method label on the result. In HENFOIL that production polar is a VIC polar — see the analysis ladder and the polar field guide.
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