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I understand that the compressed airflow around the aircraft effectively lowers the air pressure, and that's the reason why the alternate air switch affects your altimeter ­­— it uses the slightly lower pressure in the cabin as reference — or why fuel is sucked out of the tanks if you forget your fuel caps.

This begs the question, what in the design of the static pressure system makes it more closely match the ambient pressure? Why is it unaffected by the effects affecting the cabin pressure?

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    $\begingroup$ Hi falstro! Do you mean "lowered per Bernoulli's principle or Venturi's effect"? If so: Why isn't "static" pressure speed-dependent? $\endgroup$
    – mins
    Commented Jun 15, 2016 at 18:42
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    $\begingroup$ BTW, I know @JayCarr suggested it, but "begs the question" means something completely different than what most English speakers use it for. Raises the question is more accurate. $\endgroup$
    – TomMcW
    Commented Jun 16, 2016 at 4:47
  • $\begingroup$ @mins so in other words, someone is trying their darndest to place the static port somewhere where the effects are as small as possible, while never really succeeding. Would be cool to know how you usually go about looking for that spot though. $\endgroup$
    – falstro
    Commented Jun 16, 2016 at 8:40
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    $\begingroup$ @JanHudec that answer is a mile long, I didn't immediately spot what you're referring to and the question asks something completely different. Can we please ease up on the happy close-as-duplicate trigger fingers? :P If you want, collect the relevant parts of that answer, refer to it and post an answer :( $\endgroup$
    – falstro
    Commented Jun 16, 2016 at 9:38
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    $\begingroup$ @JanHudec Not to mention that someone actually might want to explain it a bit more in-depth. Since this question actually asks about it, as opposed to the other question. There might be more answers. And so on. $\endgroup$
    – falstro
    Commented Jun 16, 2016 at 9:43

3 Answers 3

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Test. Calibrate. Repeat.

There is a new method developed by NASA based on GPS tracking. And here's the same thing but as a video (also NASA).

New Method for Pitot-Static Calibration

A precise, time- and cost-effective method based on global positioning system technology using output error optimization (...) enables near real-time monitoring of error in airspeed measurements, which can be used to alert pilots when airspeed instruments are inaccurate or failing.

Webpage also mentions the current methods that include the trailing cone (the one you see on modern airliners while they are being tested), tower fly-by's, and pacer airplanes.

Trailing cones were first developed and tested in the 1950s and 1960s as a simple means of calibrating the static pressure error of an aircraft's pitot-static system.

So apart from it being time consuming, it should be relatively easy. If it says I'm doing 100 KIAS but I know I'm only doing 96, just calibrate the 100 to be 96. Probably needs a screwdriver and a certified mechanic. But doable. Same for the altimeter and so on. Altimeter would be easy to calibrate on ground. Put in the current QNH, check the reading against the actual (from an airport diagram) and take out your screwdriver (not literally).

The pitot-static system doesn't know the right pressure, it just needs calibration. Which also answers why the cabin atmosphere won't be as precise, it wasn't calibrated for that.

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  • $\begingroup$ While interesting, the NASA methods seem to target calibrating ASIs, not the placement of the static port or other means of combating airspeed dependence in the static pressure system (and thus altimeters and VSIs). The trailing cones are interesting though. $\endgroup$
    – falstro
    Commented Jun 17, 2016 at 9:56
  • $\begingroup$ Digital avionics with pitot and static inputs can incorporate Static Source Error Correction, which adjusts the calculated static pressure value based on the preadjusted airspeed, which is associated with some pressure offset by the airplane manufacturer $\endgroup$ Commented Sep 28, 2017 at 17:49
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This question is really interesting as it brings to light a problem in the way Bernoulli's principle is presented to pilots in some ground courses and texts.

TL;DR: the low pressure is caused by curvature of the flow, not high speed itself, so we can place static ports on flat areas of fuselage that lie parallel to the air flow.

To re-state the question, OP (who is presumably learning to fly light aircraft) has been taught that the speed of the airflow around an aircraft is responsible for various low-pressure effects, e.g. fuel being sucked out of tanks and over-reading altimeter when using the alternate static source.

NOTE: For those unfamiliar, when OP refers to "alternate air switch" they are talking about a setup that is present in some light unpressurised training aircraft, e.g. the Piper PA-28-161 (as optional equipment) which have a valve under the instrument panel that can be used in the event of a blockage in the static pressure vents that feed the altimeter, ASI and VSI. This valve opens the static pressure system to cockpit air pressure. This can cause the errors in the altimeter reading, due to pressure in the cockpit being different to the free-stream static air pressure, but not as grave as the errors that would occur with a completely blocked static system.

Clarifying Bernoulli's Principle

Student pilots are usually taught that a wing flies because its shape causes airflow over the top to go faster than that below and, by the Bernoulli principle, this creates a region of lower pressure on the top surface, generating lift.

While this is true, it might lead one to think that this principle of "high speed = low pressure" applies all over the aircraft, so the OP is understandably puzzled about how it is possible to place a static pressure port anywhere on the aircraft such that it reads the correct value.

However, Bernoulli's principle only deals with changes to pressure due to changes in velocity (within a certain flow field) but doesn't say anything about the absolute value of the pressure. It can be thought of as a restatement of Newton's second law (F=ma) applied to fluids (and can be derived from it.) In other words, to change the velocity (speed or direction) of a flow, one must apply a force to it (in the form of a pressure difference.)

The airflow at a distance from an aircraft, while it may be at very high speed, is still only at ambient pressure (which depends only on the altitude we're flying at.)

As the airflow encounters the fuselage, the static pressure will change, but only if the velocity (speed or direction) of the flow changes.

For example, if you bring the air flow to a complete halt (e.g. at the tip of the pitot tube) its static pressure goes up to its peak value (called the total pressure.) Whereas when the airflow encounters a curved surface, the static pressure goes down. This is required in order to accelerate the flow around the surface and keep it attached. However, once the flow straightens out again, it returns to the free stream (ambient) value.

So along surfaces of the fuselage that lie parallel with the air flow, no acceleration (or deceleration) of the flow occurs and the pressure will be equal to that of the ambient air through which the aircraft is flying. If this this wasn't true, and we pretend for a minute that such a surface is at a pressure lower than ambient, this pressure difference would cause an in-flow of air toward the surface (perpendicular to the flight direction,) which would eventually equalise the pressure and bring it back to the ambient value again.

Placement of static ports

This means that parts of the fuselage that are parallel to the airflow and away from protuberances (like wings, struts, etc.) are good locations for the static ports and will read true ambient pressure during normal flight. Side-slipping (beta) can change this, which is why there is often a pair of static ports, one on either side of the fuselage.

Confirmation or fine-tuning of the static port placement can be done during the design of the aircraft by computational modelling of the flow (CFD) or by wind tunnel testing, then verified in the flight test programme (as described in one of the other answers.) If the placement is correct, there is little need for calibration of static port readings, or even the ability to do this on most light aircraft. There are, however, often published corrections for pitot (dynamic) pressure (CAS vs IAS.)

Another good location for a static port is in the form of one or more holes on the side of the pitot probe, as this is usually somewhere near the front of the aircraft in undisturbed air. This is where the static vent is placed on the PA-28-161.

Here's a lovely diagram from French Wikipedia (image credit), reproduced from "AGARD Flight Test Instrumentation Series, Volume 11", that shows the static pressure error along the fuselage of an aircraft. The red line shows the error due to the body only and the magenta line is that due to the combined body, wing and tail. The numbered blue lines show locations where the error is zero - these would be suitable places to put a static port. Static pressure distribution

Static pressure in the cockpit

The slightly reduced pressure in the cockpit of a PA-28 is due to the shape of the aircraft and where its openings (vents, etc.) are, not the speed of the air as such. For example, there are no pressure seals around the control cables which lead to the low-pressure area at the base of the rudder, but there are good seals on services that go through the firewall, meaning that you don't see much high pressure (ram air effect) from the nose area. Fun experiment: try opening the air vents with alternate static selected, to see if that makes a difference. Note that the flight manual says not to do this if actually making use of the alternate port in an emergency. Specifically, one edition of the PA-282-161 Warrior manual I looked at says "the storm window and cabin vents must be closed and the cabin heater and defroster must be on during alternate static operation." It states that under these conditions the error will be less than 50ft (unless otherwise placarded), which isn't bad at all.

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It is feasible from an engineering point of view because one has ram pressure, which is higher than ambient, and also lower than ambient pressure caused by movement of air past the static port.

The latter is essentially the "aspirator effect", where the moving fluid (water or air) stream will pull air molecules out of the static port due to the viscous properties of air.

This is also "fuel sucked out of the fuel tanks if you forgot the gas caps"

So one finds places on the fuselage where these effects equally cancel each other out.

One might imagine how difficult this would be for a supersonic aircraft, but apparently subsonic aircraft are able to find the low tech, simple, and reliable solution as to where static ports should be placed. These locations can be validated with in flight and wind tunnel testing.

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