X-Virus-Scanned: clean according to Sophos on Logan.com Return-Path: Sender: To: lml@lancaironline.net Date: Fri, 16 Jul 2010 05:57:11 -0400 Message-ID: X-Original-Return-Path: Received: from web36903.mail.mud.yahoo.com ([209.191.85.71] verified) by logan.com (CommuniGate Pro SMTP 5.3.8) with SMTP id 4394957 for lml@lancaironline.net; Thu, 15 Jul 2010 22:41:19 -0400 Received-SPF: none receiver=logan.com; client-ip=209.191.85.71; envelope-from=chris_zavatson@yahoo.com Received: (qmail 86783 invoked by uid 60001); 16 Jul 2010 02:40:42 -0000 DomainKey-Signature:a=rsa-sha1; q=dns; c=nofws; s=s1024; d=yahoo.com; h=Message-ID:X-YMail-OSG:Received:X-Mailer:References:Date:From:Subject:To:In-Reply-To:MIME-Version:Content-Type; b=IZm4froNeR/EX7lNQgOVX/aaC6K61lgoedtJwb12S/+RXDqos5pAOXe2RCf1hUskRmu2tSRmChDuN+Js6VkNi9vDRGqA/DfTIS1fEvjwCUAwcj2sNnLCSPDrrbUihbnQ6vuKrvpLovtkYwj1Fsn85TczxjIQwPoIEX+d3SvU9RY=; X-Original-Message-ID: <535950.85285.qm@web36903.mail.mud.yahoo.com> X-YMail-OSG: soopHxUVM1nKcjBk.ZPEVYyLxYQJTql1CNqV8BZLWZiYv5I vQoXQUGw9IBfd47vPAzS97vSmqt2VSHNuwfAHZxisIbKBKKqcKO1HFRmkuRp aY0RGs5yvK3Dgoj9lu_q9R5FY0w9Llbcb.uYYOzveSLPycSTi9OCzHC5_TcG r60uQnKUx2UD4z4aACwb1puP1YRrOjlrNwmZf8uHRbTjttJHq1MtGoWQLggq m2wSvBi3tSdccKlbjcmBfspTw_laxKCJAG0TgL_hc_.N4dGpnIvixlvKSlnS GT5LBKM7tGLMVyVAD_Duw1gcrPjYoKhA9L7hgZmfcJygC_lp9YriSBRXkrnW G4c288.3mQ6Z_MIHRlfCmZqLhqRwi0ML86bnaxMw- Received: from [149.32.224.33] by web36903.mail.mud.yahoo.com via HTTP; Thu, 15 Jul 2010 19:40:42 PDT X-Mailer: YahooMailRC/420.4 YahooMailWebService/0.8.104.276605 References: X-Original-Date: Thu, 15 Jul 2010 19:40:42 -0700 (PDT) From: Chris Zavatson Subject: Re: [LML] Re: Small tail, MK II tail, CG range X-Original-To: Lancair Mailing List In-Reply-To: MIME-Version: 1.0 Content-Type: multipart/alternative; boundary="0-1353288125-1279248042=:85285" --0-1353288125-1279248042=:85285 Content-Type: text/plain; charset=utf-8 Content-Transfer-Encoding: quoted-printable =0A=0ABill,=0AWe definitely have too many MACs out there:=C2=A0 mean aerody= namic centers vs. =0Achords.=C2=A0 Both start out as integrals which can de= generate to averages for simple =0Ageometry, like Hershey bar wings.=C2=A0 = The combination of washout and sweep make the =0Acalculation of the mean ae= rodynamic center a bit more challenging.=0ACG is=C2=A0a mass property and o= nly moves if you burn fuel, move something in the =0Aplane or get up to use= the rest room (not in a Lancair of course).=C2=A0 All forces, =0Aincluding= moments, about the CG must vanish for steady unaccelerated flight.=C2=A0 = =0AThe neutral point is a parameter important to stability and best be safe= ly =0Abehind the=C2=A0CG otherwise you'll have one of those Wright Flyer ex= periences.=0A=0AChris Zavatson=0AN91CZ=0A360std=0Awww.N91CZ.com=0A=0A=0A=C2= =A0=0A________________________________=0A=0AFrom: Bill Bradburry =0ATo: lml@lancaironline.net=0ASent: Thu, July 15, 2010 4:0= 8:18 PM=0ASubject: [LML] Re: Small tail, MK II tail, CG range=0A=0A=0AUnles= s we are talking about MAC and cheese, or the Mickey D kind of MAC, the =0A= aircraft MAC is the Mean Aerodynamic Chord.=C2=A0 This MAC is the width of = the wing =0Awhen measured through the center of the wing in the forward-aft= direction.=C2=A0 On a =0Aplane like a Piper, this is just the width of the= wing.=C2=A0 With a more complicated =0Awing design like the Lancair it is = the average of this measurement.=C2=A0 That is =0Awhere the word =E2=80=9CM= ean=E2=80=9D comes from.=C2=A0 This measurement has nothing to do with the = =0A=E2=80=9Cneutral point=E2=80=9D.=C2=A0 It really just describes how effe= ctively wide the wing is. =0A=C2=A0The CG (Center of Gravity) is the point = around which the airplane balances (or =0Awould balance) if it is sitting o= n its wheels.=C2=A0 (Maybe that is a =E2=80=9Cneutral =0Apoint=E2=80=9D?)= =C2=A0 This CG is calculated when the plane is motionless on the ground and= =0Aon scales.=C2=A0 It is not the CG that the plane is operating with when= it is in =0Aflight because the horizontal stabilizer is usually designed t= o place a down =0Aforce on the plane, which will have the effect of moving = the CG backward in =0Acruise.=C2=A0 That is why the CG is specified to be i= n the front 25% of the wing =0Awidth (MAC) in the specs.=0A=C2=A0=0AWhen we= determine thru the Weight and Balance calculations, the CG, we have no =0A= idea what the CG of the plane will be in flight because as the angle of att= ack =0Amoves the Center of Lift forward and aft, and the horizontal stabili= zer adds and =0Aremoves loads, we have no way of calculating or knowing how= these forces are =0Amoving.=C2=A0 Hopefully the aircraft designer did all = this when he specified the CG =0Arange that we should keep the plane in whe= n it is on the ground and on its =0Awheels.=C2=A0 I suggest we stay inside = these recommendations.=0A=C2=A0=0ABill B=0A=0A=0A --0-1353288125-1279248042=:85285 Content-Type: multipart/related; boundary="0-518616891-1279248042=:85285" --0-518616891-1279248042=:85285 Content-Type: text/html; charset=utf-8 Content-Transfer-Encoding: quoted-printable

=0A
=0A
B= ill,
=0A
We definitely have too many MAC= s out there:  mean aerodynamic centers vs. chords.  Both start ou= t as integrals which can degenerate to averages for simple geometry, like H= ershey bar wings.  The combination of washout and sweep make the calcu= lation of the mean aerodynamic center a bit more challenging.
= =0A
CG is a mass property and only moves if you= burn fuel, move something in the plane or get up to use the rest room (not= in a Lancair of course).  All forces, including moments, about the CG= must vanish for steady unaccelerated flight.  The neutral point is a = parameter important to stability and best be safely behind the CG othe= rwise you'll have one of those Wright Flyer experiences.
=0A 
=0A
Chris Zavatson
=0A
N91CZ
=0A
360std=
=0A

=0A=0A=0A
=0A

=0A

 

=0A=

=0A
=0A=0A

From: Bill Bradburry <bbradburry@bellsouth.net>
To: lml@lancaironline.net
Sent: Thu, July 15, 2010 4:08:18 PM
= Subject: [LML] Re: Small ta= il, MK II tail, CG range

=0A=0A

=0A
=0A

Unless we are talking about MAC and cheese, or the Mickey D kind of= MAC, the aircraft MAC is the Mean Aerodynamic Chord.  This MAC is the= width of the wing when measured through the center of the wing in the forw= ard-aft direction.  On a plane like a Piper, this is just the width of= the wing.  With a more complicated wing design like the Lancair it is= the average of this measurement.  That is where the word =E2=80=9CMea= n=E2=80=9D comes from.  This measurement has nothing to do with the = =E2=80=9Cneutral point=E2=80=9D.  It really just describes how effecti= vely wide the wing is.  The CG (Center of Gravity) is the point around= which the airplane balances (or would balance) if it is sitting on its whe= els.  (Maybe that is a =E2=80=9Cneutral point=E2=80=9D?)  This CG= is calculated when the plane is motionless on the ground and on scales.&nb= sp; It is not the CG that the plane is operating with when it is in flight bec= ause the horizontal stabilizer is usually designed to place a down force on= the plane, which will have the effect of moving the CG backward in cruise.=   That is why the CG is specified to be in the front 25% of the wing w= idth (MAC) in the specs.

=0A

 

=0A

When we determine thru the Weight and Balance cal= culations, the CG, we have no idea what the CG of the plane will be in flig= ht because as the angle of attack moves the Center of Lift forward and aft,= and the horizontal stabilizer adds and removes loads, we have no way of ca= lculating or knowing how these forces are moving.  Hopefully the aircr= aft designer did all this when he specified the CG range that we should kee= p the plane in when it is on the ground and on its wheels.  I suggest = we stay inside these recommendations.

=0A

 

=0A

Bill B

=0A

 

=0A

 

=0A=

 <= /P>

=0A=0A


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