Can you do the test from a different airfield nearby?I have my commercial checkride next week. I have been studying my butt off... I finally feel up to the ACS standards on both the ground and flight portion.
However, I have an issue:
The aircraft I am taking my checkride in is an old Piper Arrow. The AFM only offers one chart for takeoff performance, which is max gross. With a 1.5 margin, at max gross, with temperatures that are most likely for an august afternoon, I am not safely clearing a 50 foot obstacles.
With all that said, the situation I have been provided by my DPE doesn't have us departing at max gross. On top of that, I do not nearly need full tanks.
I know about the 30/70 rule for obstacles, and the 50/70 rule for takeoffs without an obstacle, but those are rules of thumbs to back up know performance numbers.
I believe that the correct answer is that in the interest of safety, only the know performance numbers can be utilized, and that a departure with the given conditions (HOT) is unsafe. Departing bellow max gross will have a resultant increase in performance, however how much of an increase is a guess, which is (in my opinion) an unacceptable level of risk.
Am I looking at this wrong?
Mine looks a bit different, but same idea. I'm guessing I bought the last one in Aircraft Spruce's stock, because they discontinued the item right after mine arrived.Ya'all never seen one of these?
View attachment 98899
Lives on my knee board, works for any situation.
There was a link to it in post #85.Ya'all never seen one of these?
View attachment 98899
Lives on my knee board, works for any situation.
The point is you’re playing a game of “you’re a ****ing idiot because I know something you don’t,” so I decided to join in.
@EdFred is correct. Why would you argue otherwise?So for the sake of legal nitpicking. What is the fuel reserve requirement for a pilot operating on an IFR flight plan in VFR conditions? I could argue that it is less than the fuel reserve requirement for operating VFR in VFR conditions.
Example. You have 30 minutes fuel in the ship. You want to fly from A to B ins VMC conditions. Flight time is expected to be 15 minutes. Are you legal to fly day VFR from A to B? No.
Are you legal to fly IFR from A to B IFR? Yes.
Is this careless and reckless (91.13(a))? Perhaps.
@EdFred is correct. Why would you argue otherwise?
He's a lawyer and "VFR conditions" is not explicit in the definitions, so there's a place for a lawyer to say, well, what he said.
We have a case coming up to the Michigan Supreme Court that could have implications depending on which way they rule. I asked 3 lawyers their opinions and got 3 answers, and the last one, after I said I guess it's true ask 10 lawyers get 10 opinions. He said no, ask 10 lawyers, close the door, draw the blinds and we ask you "what do you want the regulations to say?"
Later POHs (eg mid/late 1970s) can have a lot more information than earlier owners' manuals.It's a shame that Piper didn't take the same approach to AFM/POH that Cessna did/does. The Cessna chapter on Performance (chp 5) include "fudge factors" for types of runway, altitude, temperature, flaps, and other conditions. Lots of performance data as well as ideas how to address different situations. I'm not saying the C172 manual should be used for the Arrow, but it will give you an idea how to adjust for performance.
I wish this weren't so close to the truth.A CEO was interviewing accountants and asked only one question. What is 2+2. The first three guys said 4 and the CEO said next. The fourth guy says "what would you like it to be" and got the job.
Doe multiplying the sine of the wind angle times the wind speed really qualify as fancy math?I had a few students that were engineering students. For their pre solo knowledge test they were required to tell me the crosswind component with a given scenario. Well they did some fancy math equations
True, and you don't even have to calculate the sine; just remember "a third is a half" (30° gives you half the wind as a crosswind). If you want to get fancier, memorise it in 30 degree increments:Doe multiplying the sine of the wind angle time the head wind really qualify as fancy math?
True, and you don't even have to calculate the sine; just remember "a third is a half" (30° gives you half the wind as a crosswind). If you want to get fancier, memorise it in 30 degree increments:
30°: 50%
60°: ~85%
90°: 100%
Since we're counting in round knots, linear interpolation is good enough to fill in rest. And reversing the list gives you cosine for the headwind/tailwind component.
I still find playing with my E6B or CR-6 more fun though, which is why I created https://e6b.org to do practice problems (I'm probably the only regular user).
True, and you don't even have to calculate the sine; just remember "a third is a half" (30° gives you half the wind as a crosswind). If you want to get fancier, memorise it in 30 degree increments:
90°: 100%
Do you really have to memorize that a direct crosswind is a direct crosswind?
Nah, that's just there as a visual reminder for linear interpolation.Do you really have to memorize that a direct crosswind is a direct crosswind?
Understood. My goofy emoji was to signal that I was the one being goofy; not you. Sorry if that wasn't clear.Nah, that's just there as a visual reminder for linear interpolation.
Not a bad idea, since when the surface wind is strong enough to be a concern, it's rarely obliging enough to keep coming from exactly the same direction at exactly the same strength.Beat me to it. But I use 30/45/90. 45=70% anything over that I treat as a direct crosswind.
No insult taken or assumed. It's just my literal-mindedness at work.Understood. My goofy emoji was to signal that I was the one being goofy; not you. Sorry if that wasn't clear.
Doe multiplying the sine of the wind angle times the wind speed really qualify as fancy math?
So go back to my "a third is a half" rule. If the wind angle is <30°, then you're getting less than half the wind velocity as a crosswind. If the wind angle is >30°, then you're getting more than half of the wind as a crosswind. If it's >60°, then you're getting basically all of it as a crosswind. That's the same thing as multiplying by the sine, but just with a bit of rounding off.Buck, for us feeble minded folk…yes.
So go back to my "a third is a half" rule. If the wind angle is <30°, then you're getting less than half the wind velocity as a crosswind. If the wind angle is >30°, then you're getting more than half of the wind as a crosswind. If it's >60°, then you're getting basically all of it as a crosswind. That's the same thing as multiplying by the sine, but just with a bit of rounding off.
And it's easy enough to do in your head in the couple of seconds between when tower gives you the new winds with your takeoff clearance, and you push the throttle forward to taxi onto the runway. You don't want to be wasting time pulling out an app, a calculator, or an E6B in a situation like that.
Unfortunately, most people have never taken Calculus 101 and don't understand that 1st derivative of acceleration is velocity (speed). Constant acceleration means increasing (linear) velocity. Linear acceleration means the velocity is increasing exponentially.
If you're interested (and I know almost no one here is interested) the second derivative of acceleration is the first derivative of velocity which is distance.
I didn't say it was required or should be required for the check ride, but it's what *can* be done to determine a takeoff and clearance distance, and doesn't take more than 9th grade math skills. But if someone walked into a checkride with you and dropped that on the table, wouldn't you be like "alright, this person isn't it training to JUST pass the checkride."
You don't need to know advanced physics to doing simple aviation arithmetic, any more than you need to know advanced biology to plant a garden. Be careful, or you'll start me on a rant about how pointless it is to confuse student pilots by forcing them to learn about Bernoulli ...The math may be 9th grade level, but the knowledge and understanding of physics to apply it to the problem in question is not. I would say AP Physics high school level at least.
Don't know about you, but I'll bet every student who took ground at a college or university took a basic Aerodynamics course and did this calculation as homework.
You don't need to know advanced physics to doing simple aviation arithmetic, any more than you need to know advanced biology to plant a garden. Be careful, or you'll start me on a rant about how pointless it is to confuse student pilots by forcing them to learn about Bernoulli ...
That's more advanced than any physics I ever studied.I said high school, that's not what I would call "advanced physics".
The math may be 9th grade level, but the knowledge and understanding of physics to apply it to the problem in question is not. I would say AP Physics high school level at least.
I throw 100 pounds of baggage in on W&B problems for an oral just to see if the applicant uses a calculator to compute the MOMENT/100 that the airplane paperwork uses.I've run into pilots that have a hard time multiplying and dividing by 10.
Not sure what school system you grew up in, but this is not even close to AP level, and I had the introduction to this in the 8th grade - and that was in the Upper Peninsula where they were a year behind the other schools I went to down state.
Plugging numbers into a formula, which could be done by 8th graders, is not equivalent to solving the conceptual problem that OP posted. If it was so easy why would this thread even be here? Does OP only have a 7th grade education?
A dog can recognize human faces, understand human speech, follow commands, and perform simple tasks. Ergo it must be easy for a dog to assemble a jigsaw puzzle of a person's face.
A dog can recognize human faces, understand human speech, follow commands, and perform simple tasks. Ergo it must be easy for a dog to assemble a jigsaw puzzle of a person's face.
But I'm fairly certain that most pilots have an intelligence level higher than that of a dog.
Sure, beyond the FAA learning. You know the takeoff distance and rotation speed for full gross. Based on that, you can determine the time it took to get to that speed. With that information you can determine the average acceleration for the take off run. With that information you can determine the force being applied over the take off run. Now you can plug your less than gross weight number back into the formulas used to determine that. You now have a new acceleration number. But it gets slightly better. Your V speeds also decreases based on the square root of the ratio of current weight to gross weight. So you can also calculate your new rotation speed. Coupled with the new acceleration rate, you can calculate the new take off distance. You can also determine with the new Vx based on current weight the horizontal distance needed to clear the 50' object.
Is it a lot of work? Yeah, maybe, but it shows to the DPE that you actually put some thought into the process.
A dog doesn't know what an analogy is. Clearly, spiders don't either.