It' a system to keep things easy to read for the pilot. It's easier to read "15 units" than to try and find "25.65 degrees" on the instrument (numbers are made up for argument's sake). I don't know if it's linear or not.
From Boeing, "Many AOA indicators used in the past have been of the "normalized" type, where AOA is shown in arbitrary units and scaled so that zero load factor is shown as an AOA of zero and stall is shown as an AOA of one. Normalized AOA on a commercial jetliner would require that Mach number be introduced into the calculation of AOA because stall AOA and buffet margins are a function of Mach number." Except in our case it's 0-30 rather than 0-1.
Modern aircraft they dont actually show AOA to you even they do have AOA sensors. What you can see its a "caution bars" which appear when you're getting closer to the critical or max AOA. Lets say Embraer, I'm flying Emb-135BJ, shows those bars to you in green when you're 10deg to stall, yellow when 5, and red when its 2 or less. Hawkers and CJ they do have a separate gauge for the AOA. So it's marked from 0 to 1. One '1' is a stall. So normally Vref is always at 0.6. And in all these examples indication is linear. And because of it and also because they mentioned range of AOA probe in the manual, I thought it supposed to be some kind of proportion between units and AOA in degrees. Im pretty much sure that load factor and a Mach number (at list below speed of sound ) is only affecting stall speed but not the max AOA.
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Hello - I am also facing a similar issue. I m trying to pivot an appended table. please refer to the below screenshots. I want to pivot cost category and the values are in Value column. I get an error saying "Couldnt convert to numbers .....Details: Connectivity". Value column is in fixed decimal number format.
Then you can verify in rtls_ctrl_aoa.c if the number of samples outputted is correct. To do so, please have a look to the function RTLSCtrl_postProcessAoa() (in rtls_ctrl_aoa.c). In the case "AOA_MODE_RAW", the number of samples outputted is given by the function AOA_calcNumOfCteSamples() (line 228).
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Well, not every piece of information that goes into or comes out of a computer is really a number. Sometimes it really IS true or false, on or off, or one of a "multiple choice." Sometimes the information is a word. It turns out that hex and binary were made for each other.
What does the number 39,321 tell you about the binary number that is its equal? Not much without a special calculator to translate! But the hex number 9999 tells you exactly which bits are ones and which bits are zeroes!
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Resolution in this context refers to the conversion of an analog voltage to a digital value in a computer (and vice versa). A computer is a digital machine and thus stores a number as a series of ones and zeroes. If you are storing a digital 2-bit number you can store 4 different values: 00, 01, 10, or 11. Now, say you have a device which converts an analog voltage between 0 and 10 volts into a 2-bit digital value for storage in a computer. This device will give digital values as follows:
So in this example, the 2-bit digital value can represent 4 different numbers, and the voltage input range of 0 to 10 volts is divided into 4 pieces giving a voltage resolution of 2.5 volts per bit. A 3-bit digital value can represent 8 (23) different numbers. A 12-bit digital value can represent 4096 (212) different numbers. A 16-bit digital value can represent 65536 (216) different numbers. It might occur to you at this point that a digital input could be thought of as a 1-bit analog to digital converter. Low voltages give a 0 and high voltages give a 1.
When you see analog input DAQ devices from various manufacturers called 12-bit, 16-bit, or 24-bit, it generally just means they have an ADC (analog to digital converter) that returns that many bits. When an ADC chip returns 16 bits, it is probably better than a 12-bit converter, but not always. The simple fact that a converter returns 16-bits says little about the quality of those bits.
It is hard to simply state "the resolution" of a given device. What we like to do, is provide actual measured data that tells you the resolution of a device including typical inherent noise.
If you look at a device called "24-bit" just because it has a converter that returns 24-bits of data per sample, you will find that it typically provides 20 bits effective or 18 bits error-free (like the UE9-Pro). The U6-Pro and T7-Pro provide some of the best performance around from a 24-bit ADC, and they do about 22 bits effective or 20 bits error-free. You will see with these devices we might mention they have a 24-bit ADC (as that is what people look and search for), but we try not to call them "24-bit" and try to stick with the effective resolution.
Another interesting thing about your typical 24-bit sigma-delta converter, is that you can look at them as only having a 1-bit ADC inside, but with timing and math they can produce 24-bit readings:
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