X-Virus-Scanned: clean according to Sophos on Logan.com From: "James R. Osborn" Received: from mail-pg0-f53.google.com ([74.125.83.53] verified) by logan.com (CommuniGate Pro SMTP 6.1.14) with ESMTPS id 9336516 for flyrotary@lancaironline.net; Tue, 03 Jan 2017 20:24:44 -0500 Received-SPF: pass receiver=logan.com; client-ip=74.125.83.53; envelope-from=rxcited@gmail.com Received: by mail-pg0-f53.google.com with SMTP id i5so155932430pgh.2 for ; Tue, 03 Jan 2017 17:24:45 -0800 (PST) DKIM-Signature: v=1; a=rsa-sha256; c=relaxed/relaxed; d=gmail.com; s=20161025; h=from:mime-version:subject:date:references:to:in-reply-to:message-id; bh=Hz+SzvYmxnlWNXB5H49VsQ7j53pyPonf8kRGv1Ma/po=; b=K69W8Tf+YI2vMlr7DWverPL2JJ14JPZiWuz+XIg1k0FMyl9RBgC004WqbY8v/CnwKZ mhBpg9xxZI0IjQ2J9j7LYlz/pcuL1/vuSxnvzqn9R6TAEHDJaw0TezQ685ec3YfFkvfC fTFUr+0Zo7EYuxQb/CsRQ/mYJHZU5b0nwNlNtZzTnB+CHkxMc84Y83UMFUMX+0pHJJ3o 4jZ/F0ZfAVqVoo7QPmwbgRp4SPVca6w6um4Z1QYQSumUrVo5UZ4M80J81MGdtZzNzRHg C6oXfRCXyuLnhm04G9qB0+s46hjvf6JzR4DduU7gCxwzAFK82oNeApLSD/0w0/NTXQk1 W2JQ== X-Google-DKIM-Signature: v=1; a=rsa-sha256; c=relaxed/relaxed; d=1e100.net; s=20161025; h=x-gm-message-state:from:mime-version:subject:date:references:to :in-reply-to:message-id; bh=Hz+SzvYmxnlWNXB5H49VsQ7j53pyPonf8kRGv1Ma/po=; b=ZKwJUGPjT1iRhRy18G4OS8e5tqM6a2Yv4N/TFD/oXsPuomAjWOqziGW2fIf6qTS48r 2vON2UZxkWSM0+TiQ9UgMHSr/UxVJ7ehnyqtywct2EKZR3J8tDXzjBgdY6a0oiVSPEJD FSb4mHda8F1CfSP3oTWzzQOYJqSNIC3NuZj4AU9owtKKaHzoLksQM6e+LYovSmvl4IOp hl+5/EeiE+fQGTTbKRaGqgg9RXk2wwFXPUl2czbhZt8sh5wlFeJr4uYvqHvvDUd6pRc8 f/laHwFDhM9SwgEiT46jOXuqExT2i7+jvTVU7WiC6EbSdg5jqwRuNwzVXjy9gyeLSh+K 0w6w== X-Gm-Message-State: AIkVDXI5J0xbb+5ZB44G+OHVeuJjdeHIhPrEompXYpnI80FKHznFomTMFiZ5AkkJWienWA== X-Received: by 10.84.178.7 with SMTP id y7mr142825819plb.147.1483493066194; Tue, 03 Jan 2017 17:24:26 -0800 (PST) Return-Path: Received: from ?IPv6:2620:83:8001:24::1:120? ([2620:83:8001:24::1:120]) by smtp.gmail.com with ESMTPSA id x4sm144107284pgc.14.2017.01.03.17.24.24 for (version=TLS1_2 cipher=ECDHE-RSA-AES128-GCM-SHA256 bits=128/128); Tue, 03 Jan 2017 17:24:25 -0800 (PST) Content-Type: multipart/alternative; boundary="Apple-Mail=_C19F484E-284F-46D9-9AEA-75221238523C" Mime-Version: 1.0 (Mac OS X Mail 10.2 \(3259\)) Subject: Re: [FlyRotary] Not rotary....but still interesting Date: Tue, 3 Jan 2017 17:24:24 -0800 References: To: Rotary motors in aircraft In-Reply-To: Message-Id: X-Mailer: Apple Mail (2.3259) --Apple-Mail=_C19F484E-284F-46D9-9AEA-75221238523C Content-Transfer-Encoding: quoted-printable Content-Type: text/plain; charset=utf-8 Happy New Year Earnest, Well I think it is interesting! I was confused at first because your = =E2=80=9Cpeak=E2=80=9D descent rate (the tallest hump in the red plot) = is actually your minimum descent rate. I guess it is plotted inverted? I am no expert, so I googled the following = (https://www.advancedpilot.com/articles.php?action=3Darticle&articleid=3D1= 842 = ): Vx is the slowest (IAS), and is the Maximum ANGLE of climb. It allows = one to climb to altitude within the shortest horizontal distance. Vy is = slightly faster, and is the Maximum RATE of climb. It allows one to = climb to altitude in the shortest time. To determine Vx (best angle of climb) it seems like you need to plot = Vertical Speed divided by Horizontal Speed and find the maximum of that. = I don=E2=80=99t think either of your plots is doing this, so I don=E2=80=99= t think you can clean Vx from your plots. Vy is the best rate of climb = which is time based, so I think you have that (the peak of the blue = plot). The page reference above does have a method to use rate of climb to = determine the best angle Vx. Not sure you can get your rate of climb = data to look like a nice hump, but check out that page for more details. = Seems to be important to plot on a linear scale starting at 0,0 (speed = on the abscissa, ROC on the ordinate). For best glide, according to the FAA = (https://www.faa.gov/news/safety_briefing/2016/media/SE_Topic_16-01.pdf = ),= this is the most distance forward for each increment of altitude lost. = In other words this is the speed which results in the best glide ratio = (the largest X/Y). I think your descent rate plot is the speed that = gets you the longest time in the air which is not the same thing. Seems to me you need some calculation of altitude loss and horizontal = distance traveled to be able to plot it and look for the peak. The FAA = does say that, on most airplanes, the best glide is usually somewhere = between Vx and Vy. Also noted by the FAA is that the best glide speed = will increase with weight, so you might want to find it at gross weight = and know that the best glide speed will be slightly lower than that at = lower weights. =E2=80=94 James > On Jan 3, 2017, at 4:05 PM, Ernest Christley = wrote: >=20 > I miss the old flyrotary. I'm still using an alternative engine, so = you would think that the other discussion groups would have a lot of = back and forth, presenting ideas and data; but, there was a certain = magic in our old group that was inviting and accepting of exploring = stuff that most people seem to lack. Most groups seem to be happily = focused on which options they have for seat fabric rather than sussing = out some new anomaly they discovered or created in their building/flying = endeavors. >=20 > I have 9.8 hours left in the fly off period of my Corvair powered = 601XL. I posted the message below to the Zenith forum. Nobody seemed = to care, even though I found it quite interesting. Nobody seems to have = the taste for experimentation over there, I guess. >=20 > I've been spending a lot of time trying to nail down the Vx, Vy and = best glide numbers for N167EZ. My methodology has been to have my Dynon = D-100 record data while I fly sawtooth patterns, then analyze the data = with a spreadsheet I created. Saturday was a beautiful data for the = task. Heavy, but high, overcast, with perfectly smooth air once I got = over 2500. I've been doing this a while, so I've gotten much better at = holding my airspeed. Here is the plot of what I got on my outing.=20 > Within the data, I pulled out the center segment of a climb, averaged = the speed and the climb rate. Then I plotted all the segments. The = horizontal bars around each point show how well I maintained the = airspeed, indicating the variance from the average.=20 > The best glide appears to be about 43/44. Would Vx be about 46? I do = get over the trees much better at my home airport if I keep it closer to = 50 than 60. Vy is 59? What is one to make of the severe draggy bucket = at around 64 on the climb? > I think the climb points at 46, 54 and 64 will need to be redone. = Awwwh! That means I have to go fly again. Poor me. :-) > = --Apple-Mail=_C19F484E-284F-46D9-9AEA-75221238523C Content-Type: multipart/related; type="text/html"; boundary="Apple-Mail=_BF355E74-B8EB-41F0-B065-EF961C7C8097" --Apple-Mail=_BF355E74-B8EB-41F0-B065-EF961C7C8097 Content-Transfer-Encoding: quoted-printable Content-Type: text/html; charset=utf-8 Happy New Year Earnest,

Well I think it is interesting!  I = was confused at first because your =E2=80=9Cpeak=E2=80=9D descent rate = (the tallest hump in the red plot) is actually your minimum descent = rate.  I guess it is plotted inverted?


Vx is the slowest (IAS), and = is the Maximum ANGLE of climb. It allows one to climb to = altitude within the shortest horizontal distance. Vy is = slightly faster, and is the Maximum RATE of climb. It allows one to = climb to altitude in the shortest time.

To determine Vx (best = angle of climb) it seems like you need to plot Vertical Speed divided by = Horizontal Speed and find the maximum of that.  I don=E2=80=99t = think either of your plots is doing this, so I don=E2=80=99t think you = can clean Vx from your plots.  Vy is the best rate of climb which = is time based, so I think you have that (the peak of the blue = plot).

The = page reference above does have a method to use rate of climb to = determine the best angle Vx.  Not sure you can get your rate of = climb data to look like a nice hump, but check out that page for more = details.  Seems to be important to plot on a linear scale starting = at 0,0 (speed on the abscissa, ROC on the ordinate).


For best glide, = according to the FAA (https://www.faa.gov/news/safety_briefing/2016/media/SE_Topic_16= -01.pdf), this is the most distance forward for each increment of = altitude lost. In other words this is the speed which results in the = best glide ratio (the largest X/Y).  I think your descent rate plot = is the speed that gets you the longest time in the air which is not the = same thing.

Seems to me you need some calculation of altitude loss and = horizontal distance traveled to be able to plot it and look for the = peak.  The FAA does say that, on most airplanes, the best glide is = usually somewhere between Vx and Vy.  Also noted by the FAA is that = the best glide speed will increase with weight, so you might want to = find it at gross weight and know that the best glide speed will be = slightly lower than that at lower weights.

=E2=80=94= James



On Jan 3, 2017, at 4:05 PM, Ernest Christley <flyrotary@lancaironline.net> wrote:

= =20
=20
I miss the old flyrotary.  I'm still using an = alternative engine, so you would think that the other discussion groups = would have a lot of back and forth, presenting ideas and data; but, = there was a certain magic in our old group that was inviting and = accepting of exploring stuff that most people seem to lack.  Most = groups seem to be happily focused on which options they have for seat = fabric rather than sussing out some new anomaly they discovered or = created in their building/flying endeavors.

I have 9.8 hours left in the fly off period of my = Corvair powered 601XL.  I posted the message below to the Zenith = forum.  Nobody seemed to care, even though I found it quite = interesting.  Nobody seems to have the taste for experimentation = over there, I guess.

I've been spending a lot of time trying to nail down the Vx, = Vy and=20 best glide numbers for N167EZ.  My methodology has been to have my = Dynon D-100 record data while I fly sawtooth patterns, then analyze the data=20= with a spreadsheet I created.  Saturday was a beautiful data for = the=20 task.  Heavy, but high, overcast, with perfectly smooth air once I = got=20 over 2500.  I've been doing this a while, so I've gotten much = better at=20 holding my airspeed.  Here is the plot of what I got on my = outing. 
Within the = data, I pulled out the center segment of a climb, averaged the speed and the climb rate.  Then I plotted all the = segments.  The=20 horizontal bars around each point show how well I maintained the=20 airspeed, indicating the variance from the average. 
The best = glide appears to be about 43/44.  Would Vx be about 46?  I=20 do get over the trees much better at my home airport if I keep it closer to 50 than 60.  Vy is 59?  What is one to make of the severe = draggy=20 bucket at around 64 on the climb?
I think = the climb points at 46, 54 and 64 will need to be redone.  = Awwwh!  That means I have to go fly again.  Poor me.  = :-)

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