Received-SPF: pass
 receiver=logan.com; client-ip=24.25.9.101; envelope-from=eanderson@carolina.rr.com
Message-ID: <000d01c75b6a$7d2b9e20$2402a8c0@edward2>
From: "Ed Anderson" <eanderson@carolina.rr.com>
To: "Rotary motors in aircraft" <flyrotary@lancaironline.net>
References: <list-1873717@logan.com>
Subject: Re: [FlyRotary] Re: Pinched ducts was : [FlyRotary] Re: cowl openings for water radiators
Date: Wed, 28 Feb 2007 13:58:52 -0500
MIME-Version: 1.0
Content-Type: multipart/mixed;
	boundary="----=_NextPart_000_0009_01C75B40.93F8A910"

This is a multi-part message in MIME format.

------=_NextPart_000_0009_01C75B40.93F8A910
Content-Type: multipart/alternative;
	boundary="----=_NextPart_001_000A_01C75B40.93F8A910"


------=_NextPart_001_000A_01C75B40.93F8A910
Content-Type: text/plain;
	charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable

Thanks, Thomas

I am going to post a few slides of a cooling briefing I gave a few years =
ago.  This one out of K&W shows the traditional duct shape - which is =
actually about the worst way to design a duct as shown by the quick =
formation of eddy's up front in the duct.

Ed
  ----- Original Message -----=20
  From: Thomas y Reina Jakits=20
  To: Rotary motors in aircraft=20
  Sent: Wednesday, February 28, 2007 9:16 AM
  Subject: [FlyRotary] Re: Pinched ducts was : [FlyRotary] Re: cowl =
openings for water radiators


  Ed,
  Okay, now I understand your reasoning!!
  Well, if it works, you definitely did something right!!
  Anyone out there with access to some CFD programms to run some tests?
  Like:

  a) optimal streamline
  b) Truncated streamline according to K&N
  c) modifed truncated according to Ed

  Difference being that b. would have a way bigger intake than c.

  Bob, I already saw your next answer to this email:
  If you are re-doing your ductwork, I suggest you pay extra-attention =
to the to the "after the radiator" area. Over the last couple of years I =
read various articles of builders finding success with creating low =
pressure areas in the exit area, at least 2 used exhaust augmentation.
  Combined with the best doable intake ducting - efficiency should =
result! :)

  Thomas
  PS: I am specifically interested in your "packaging", as the BD-4 is =
my "plan"
    ----- Original Message -----=20
    From: Ed Anderson=20
    To: Rotary motors in aircraft=20
    Sent: Tuesday, February 27, 2007 2:20 PM
    Subject: [FlyRotary] Re: Pinched ducts was : [FlyRotary] Re: cowl =
openings for water radiators


    I agree, Thomas - if you are forced to truncate the "streamline =
duct" you want to start at the core and go toward the inlet.   However, =
I decided that to see if pinching the duct before the bell shape would =
work since I have such a short distance.

      In fact, when I calculated out the opening by simply extending the =
streamline duct coordinate out 3-6" from the core - the opening was =
60-75% (I forget exactly) the size of my core.  I decided that would up =
the cooling drag quite a bit - so decided to try the pinched shape which =
restricts the size of the opening to near that of the streamline duct =
but then tries to compensate for the short length by speeding up the =
boundary layer for great penetration toward the core.  Again, my cooling =
is fine and I can top out at 200 mph in my draggy RV-6A, so I think the =
drag is down a bit.=20

    But, again that is just my theorizing about why I choose to pinch =
the curve.

    Ed

      ----- Original Message -----=20
      From: Thomas y Reina Jakits=20
      To: Rotary motors in aircraft=20
      Sent: Tuesday, February 27, 2007 1:52 PM
      Subject: [FlyRotary] Re: Pinched ducts was : [FlyRotary] Re: cowl =
openings for water radiators


      Hmm,

      if I remember right from reading what I have from K&N - if you do =
not have the optimal lenght available you start to cut it from the =
intake - take radiator and apply the optimum duct, measure from the =
radiator towards the intake whatever distance you have available and cut =
the duct there....

      Dave,
      are you a Navy-flyer or a medic?? :)

      Thomas
        ----- Original Message -----=20
        From: Ed Anderson=20
        To: Rotary motors in aircraft=20
        Sent: Tuesday, February 27, 2007 1:34 PM
        Subject: [FlyRotary] Re: Pinched ducts was : [FlyRotary] Re: =
cowl openings for water radiators


        Hummm, Dave, perhaps my understanding of what it takes to keep =
the boundary layer attached to the duct wall is flawed. =20

        From what I believe I understood regarding airflow in a duct is =
that the pressure recovery both aids and hinders the boundary layer's =
attachment to the duct wall.  The pressure build up (area of slower =
molecules) tend to push and keep the boundary layer pushed against the =
wall of the duct as it curves out - at the same time it is slowing down =
the boundary layer.  So its the point of separation is (at least in =
part) contingent on how much speed the boundary layer has enabling it to =
push how far into the pressure recovery area - before it ultimately =
separates.  The further the better is my understanding.

          My understanding is that in a duct - it is the recovery =
pressure  which  builds in the expansion area just  before the core.  =
This "high" pressure area  will "push" back on the boundary layer =
causing it slow and eventually  to separate from the wall.  .  However, =
if you keep the boundary layer speed up it pushes further into the =
pressure recovery area following the duct curve before the "back =
pressure" slows it enough to cause it to separate. =20

        Also  the speed of a molecule in all random directions is much, =
much higher than the component imparted by the airspeed - about 1100 =
ft/sec at sea level as I recall compared to about 40 ft/sec in the duct. =
 So my interpretation is that (at least in a duct) its the back pressure =
of the recovered pressure that causes the separation - not necessary the =
curve of the duct alone although that certainly contributes to the =
pressure recovery.  That being said,its clear that  the three factors  =
(duct curve, expansion area and separation)   really go hand in hand.  =
The greater the curve the more pressure recovery occurs and the greater =
the tendency for separation.   The higher the velocity of the boundary =
layer the further it can penetrate into the higher pressure area before =
being slowed and separation occurs. =20

        There is NO doubt that having a longer duct would improve the =
situation.  However given I only had 3 -6" my take  was that speeding up =
the air (and boundary layer energy) would ensure it penetrated deeper =
into the bell shape before the pressure recovery caused separation.  =
But, as I have often stated - I could be completely wrong about what I =
think I understand.

          You are after-all the Navy flyer and I know they cram a lot of =
areo into Navy pilot's heads.  Me- I'm a electrical engineer, so what  I =
know about aerodynamics is what I have read (and think I understand).

        But, regardless these pinched ducts have provided the  best =
cooling with the smallest opening that I have achieved - so, Dave,  if =
you stay quite it may not learn the truth {:>)


        Ed


          ----- Original Message -----=20
          From: David Leonard=20
          To: Rotary motors in aircraft=20
          Sent: Tuesday, February 27, 2007 11:46 AM
          Subject: [FlyRotary] Re: Pinched ducts was : [FlyRotary] Re: =
cowl openings for water radiators


          Ed,

          Good discussion about streamline ducts.  No doubt that they =
are superior although I have a slightly different take on what quality =
makes them work best.  I also agree that it is wall separation that we =
are trying to avoid.=20

          But IMHO the important way to get there is "avoiding sharp =
turns."   I think of the air molecules as little race cars coming in the =
duct.  The less turning they do, the better.  If they need to turn, the =
radius of the turn needs to be as large as possible.  And just as =
important, the turn radius is distributed so that more of the turn is =
done after the air has started to slow down (near the face of the =
radiator).  In other words, the turn radius is a function of speed.  =
Just like with a car, don't turn it much before slowing down or it will =
separate.=20

          With that in mind, see why the "conventional duct" is so =
terrible.  There is a single sharp turn right at the end of the =
straight-a-way.  Separation occurs there and the whole plenum becomes =
turbulent.

          With the bell shaped duct (K&N), it is easy to see why we need =
length.  The longer the duct, the larger the turn radius can be =
throughout the whole distance. =20

          Given our limited space however, there will undoubtedly be a =
point where the necessary turn radius becomes too small for the speed of =
the air and it separates.  But at least get the air to expand as much as =
possible before that happens.=20

          With your restriction in the neck you are setting yourself =
back before you start the necessary expansion.   You have created less =
distance over which to average the turning radius, you have increased =
the speed - meaning the air can tolerate less of a turning radius before =
separating (lower velocities are known to maintain laminar flow much =
better than high velocity), and you have increased the total amount of =
expansion the streamlines need to undergo (narrower starting point).  So =
my guess is a rather dismal effect on cooling compared to what you could =
have.=20

          BUT, since your cooling is still adequate I am sure you have =
made a very nice overall drag reduction. There is no way a conventional =
duct with that amount of area would work well.  In other works, while I =
am very skeptical that the restriction actually helped cooling, big =
kudos to you for absolutely minimizing drag and duct area while =
maintaining sufficient cooling.=20

          In fact, seeing as how you have proven that it works I am =
considering doing that for my oil and intercooler ducts as they are =
currently getting more air than they need...
          =20
          JMHO

          --=20
          David Leonard

          Turbo Rotary RV-6 N4VY
          My websites at:
          http://members.aol.com/_ht_a/rotaryroster/index.html
          http://members.aol.com/_ht_a/vp4skydoc/index.html
          http://leonardiniraq.blogspot.com=20
          =20
          On 2/26/07, Ed Anderson <eanderson@carolina.rr.com> wrote:=20
            Actually, there is, Joe.  But, you are going to be sorry you =
asked {:>).

              I spent quite a hit of time studying a tome (Kuchuman and =
Weber better know as K&W)  on air cooling of liquid cooled engines =
written back in the hey day of high speed mustangs lightenings, =
spitfires, etc. Sort of the liquid cooling bible.   Chapter 12 (the one =
of most interest to us) showed a duct that reportedly had the best =
pressure recovery (84% or thereabouts) around for a subsonic duct that =
they had found.  It was called a "StreamLine Duct" (See attached graph - =
the graph a of the top graph shows the shape of the duct (or at least =
1/2 around the center line - sorry for the poor quality).  =20

             After quite a bit of studying and thinking about what I had =
read about cooling ducts, it finally became clear to me that the perhaps =
top thing that is clearly detrimental to good cooling is having flow =
separation in the duct.   Most of the old drawings of a cooling duct =
shape followed a sinusoidal shape - rapid expansion right after the =
opening.  It turns out that "traditional" shape is probably one of the =
worst shapes for a cooling duct (the story why is too long to get into =
here).=20

            Anyhow,  Flow separation leads to eddies and turbulence =
which casts a "shadow" of turbulent air on the cooling core.  Like a =
shadow, the further away from the core the separation occurs (like near =
the entrance of the duct) the larger the shadow it casts on the core =
area.  This "shadow"  adversely interferes with the flow of air through =
the core and reduces the effectiveness of the core.=20

              What causes this separation is that as pressure is =
recovered by the expansion of the duct, the build up of the very =
pressure recover we want -  starts to hinder the boundary layer flow =
near the wall of the duct.  It slows it down and causes it to lose =
energy and attachment to the duct wall.  At a certain point the flow =
separates and starts to tumble/rotate and depending where (near the duct =
entrance or near the core) the flow separates, determines how much of =
the core area is adversely affected.  So if the boundary layer's energy =
level (air speed of its molecules) is maintained at a high level =
separation is less likely.=20

            So ideally, you would like to prevent any separation during =
pressure recovery.  The Streamline Duct is the so called "Trumpet" duct =
or "Bell" duct .  After the opening, there is a long section of =
non-expanding duct followed by a rapid expansion into the "bell" shape =
just before the core.  The long non-expanding part of the duct maintains =
the energy (air flow) of the boundary layer and separation does not =
occur until well into the "bell" shape expansion. =20

             In fact, it happens way up in the corner of the bell/core =
interface and affects a very small area of the core.
            For full effectiveness the "Streamline duct" from K&W needs =
a length of 12-17".  Well, that's way more distance than I had.  So I =
got to thinking that if keeping the speed of the air molecules near the =
duct wall helps prevent boundary layer separation and the cooling =
killing eddy of turbulent air -  what could I do with my short 3 - 6" =
(no jokes you guys).  We all know from Bernoulli that if an area is =
squeezed down that the velocity of the air flow increases - right? =20

            So I decided to try to maintain or increase the energy of =
the air by pitching down the neck just before it goes into the bell =
shape expansions in hopes that the increased energy will help the =
boundary layer stay adhered to the duct wall until well into the corner =
of the bell shape.  So that's the story of the pinched ducts.  There is =
no question in my mind that this is not as effective as if I could have =
had the 16" to build the duct - but, in this hobby, you work with what =
you've got - right?=20

            Does it work?  Who knows - but I seem to fly with less =
opening area than most folks and have no cooling problems.  So that's my =
0.02 on the topic - see told you, you would regret asking {:>).=20

            Ed


              ----- Original Message -----=20
              From: John Downing=20
              To: Rotary motors in aircraft=20
              Sent: Monday, February 26, 2007 8:53 PM
              Subject: [FlyRotary] Re: cowl openings for water radiators

              =20
              Ed, is there some particular reason that you necked the =
inlet down small, then enlarged it again.  Thankyou for the pictures.  =
JohnD
                ----- Original Message -----=20
                From: Ed Anderson=20
                To: Rotary motors in aircraft=20
                Sent: Monday, February 26, 2007 3:39 PM
                Subject: [FlyRotary] Re: cowl openings for water =
radiators

                =20
                John, don't know if these photos will help.  But, like =
you I only have between 3 and 6" of duct distance on the radiators.  You =
should do Ok with 20 sq inch on each opening with a good diffuser/duct.  =
Attached are some photos of my current ducts.  The openings are 18 sq =
inches each.  I have had one opening down to as little as 10 square =
inches - but that was a bit marginal - so opened it back up.  I have a =
generous exit area for the hot air including a larger 4" x 12" bottom =
opening as well as louvers on each side of the cowl.  So you mileage =
could vary - but Tracy has essentially the same size opening as well as =
several others.=20

                Ed
                  ----- Original Message -----=20
                  From: John Downing=20
                  To: Rotary motors in aircraft=20
                  Sent: Monday, February 26, 2007 12:12 PM
                  Subject: [FlyRotary] cowl openings for water radiators

                  =20
                  What size openings do I need for the water radiators?  =
 The Wittman Tailwind cowl I have has postal slots of 3' x 7 3/4" , =
which is   approx. 22 1/4 sq in. on each side.  Sam James for the 160 =
Lycoming is using 4 3/4' round holes which are 17.6 sq. inches on each =
side.  My radiators are quite close to the opening and I plan on making =
the diffusers trumpet shaped, will the openings be large enough if I can =
stay over 20 sq. inches on each side with a decent trumpet shape.  JohnD =
      hushpowere II on order - hope to start in 2 weeks if weather =
cooperates.=20


--------------------------------------------------------------


                  --
                  Homepage:  http://www.flyrotary.com/
                  Archive and UnSub:   =
http://mail.lancaironline.net/lists/flyrotary/


----------------------------------------------------------------


                --
                Homepage:  http://www.flyrotary.com/
                Archive and UnSub:   =
http://mail.lancaironline.net/lists/flyrotary/


            --
            Homepage:  http://www.flyrotary.com/
            Archive and UnSub:   =
http://mail.lancaironline.net/lists/flyrotary/


------=_NextPart_001_000A_01C75B40.93F8A910
Content-Type: text/html;
	charset="iso-8859-1"
Content-Transfer-Encoding: quoted-printable

<!DOCTYPE HTML PUBLIC "-//W3C//DTD HTML 4.0 Transitional//EN">
<HTML><HEAD>
<META http-equiv=3DContent-Type content=3D"text/html; =
charset=3Diso-8859-1">
<META content=3D"MSHTML 6.00.2900.3059" name=3DGENERATOR>
<STYLE></STYLE>
</HEAD>
<BODY bgColor=3D#ffffff>
<DIV><FONT face=3DArial>Thanks, Thomas</FONT></DIV>
<DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
<DIV><FONT face=3DArial>I am going to post a few slides of a cooling =
briefing I=20
gave a few years ago.&nbsp; This one out of K&amp;W shows the =
traditional duct=20
shape - which is actually about the worst way to design a duct as shown =
by the=20
quick formation of eddy's up front in the duct.</FONT></DIV>
<DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
<DIV><FONT face=3DArial>Ed</FONT></DIV>
<BLOCKQUOTE dir=3Dltr=20
style=3D"PADDING-RIGHT: 0px; PADDING-LEFT: 5px; MARGIN-LEFT: 5px; =
BORDER-LEFT: #000000 2px solid; MARGIN-RIGHT: 0px">
  <DIV style=3D"FONT: 10pt arial">----- Original Message ----- </DIV>
  <DIV=20
  style=3D"BACKGROUND: #e4e4e4; FONT: 10pt arial; font-color: =
black"><B>From:</B>=20
  <A title=3Drijakits@cwpanama.net =
href=3D"mailto:rijakits@cwpanama.net">Thomas y=20
  Reina Jakits</A> </DIV>
  <DIV style=3D"FONT: 10pt arial"><B>To:</B> <A =
title=3Dflyrotary@lancaironline.net=20
  href=3D"mailto:flyrotary@lancaironline.net">Rotary motors in =
aircraft</A> </DIV>
  <DIV style=3D"FONT: 10pt arial"><B>Sent:</B> Wednesday, February 28, =
2007 9:16=20
  AM</DIV>
  <DIV style=3D"FONT: 10pt arial"><B>Subject:</B> [FlyRotary] Re: =
Pinched ducts=20
  was : [FlyRotary] Re: cowl openings for water radiators</DIV>
  <DIV><BR></DIV>
  <DIV><FONT face=3DArial size=3D2>Ed,</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>Okay, now I understand your=20
  reasoning!!</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>Well, if it works,&nbsp;you =
definitely did=20
  something right!!</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>Anyone out there with access to some =
CFD=20
  programms to run some tests?</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>Like:</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2></FONT>&nbsp;</DIV>
  <DIV><FONT face=3DArial size=3D2>a) optimal streamline</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>b) Truncated streamline according to=20
  K&amp;N</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>c) modifed truncated according to =
Ed</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2></FONT>&nbsp;</DIV>
  <DIV><FONT face=3DArial size=3D2>Difference being that b. would have a =
way bigger=20
  intake than c.</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2></FONT>&nbsp;</DIV>
  <DIV><FONT face=3DArial size=3D2>Bob, I already saw your next answer =
to this=20
  email:</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>If you are re-doing your ductwork, I =
suggest you=20
  pay extra-attention to the to the "after the radiator" area. Over the =
last=20
  couple of years I read various articles of builders finding success =
with=20
  creating low pressure areas in the exit area, at least 2 used exhaust=20
  augmentation.</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>Combined with the best doable intake =
ducting -=20
  efficiency should result! :)</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2></FONT>&nbsp;</DIV>
  <DIV><FONT face=3DArial size=3D2>Thomas</FONT></DIV>
  <DIV><FONT face=3DArial size=3D2>PS: I am specifically interested in =
your=20
  "packaging", as the BD-4 is my <EM>"plan"</EM></FONT></DIV>
  <BLOCKQUOTE dir=3Dltr=20
  style=3D"PADDING-RIGHT: 0px; PADDING-LEFT: 5px; MARGIN-LEFT: 5px; =
BORDER-LEFT: #000000 2px solid; MARGIN-RIGHT: 0px">
    <DIV style=3D"FONT: 10pt arial">----- Original Message ----- </DIV>
    <DIV=20
    style=3D"BACKGROUND: #e4e4e4; FONT: 10pt arial; font-color: =
black"><B>From:</B>=20
    <A title=3Deanderson@carolina.rr.com=20
    href=3D"mailto:eanderson@carolina.rr.com">Ed Anderson</A> </DIV>
    <DIV style=3D"FONT: 10pt arial"><B>To:</B> <A=20
    title=3Dflyrotary@lancaironline.net=20
    href=3D"mailto:flyrotary@lancaironline.net">Rotary motors in =
aircraft</A>=20
    </DIV>
    <DIV style=3D"FONT: 10pt arial"><B>Sent:</B> Tuesday, February 27, =
2007 2:20=20
    PM</DIV>
    <DIV style=3D"FONT: 10pt arial"><B>Subject:</B> [FlyRotary] Re: =
Pinched ducts=20
    was : [FlyRotary] Re: cowl openings for water radiators</DIV>
    <DIV><BR></DIV>
    <DIV><FONT face=3DArial>I agree, Thomas&nbsp;- if you are forced to =
truncate=20
    the "streamline duct" you want to start at the core and go toward =
the=20
    inlet.&nbsp;&nbsp; However, I decided that to see if pinching the =
duct=20
    before the bell shape would work since I have such a short=20
    distance.</FONT></DIV>
    <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
    <DIV><FONT face=3DArial>&nbsp; In fact, when I calculated out the =
opening by=20
    simply extending the streamline duct coordinate out 3-6" from the =
core - the=20
    opening was 60-75% (I forget exactly) the size of my core.&nbsp; I =
decided=20
    that would up the cooling drag quite a bit - so decided to try the =
pinched=20
    shape which restricts the size of the opening to near that of the =
streamline=20
    duct but then tries to compensate for the short length by speeding =
up the=20
    boundary layer for great penetration toward the core.&nbsp; Again, =
my=20
    cooling is fine and I can top out at 200 mph in my draggy RV-6A, so =
I think=20
    the drag is down a bit.&nbsp;</FONT></DIV>
    <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
    <DIV><FONT face=3DArial>But, again that is just my theorizing about =
why I=20
    choose to pinch the curve.</FONT></DIV>
    <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
    <DIV><FONT face=3DArial>Ed</FONT></DIV>
    <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
    <BLOCKQUOTE dir=3Dltr=20
    style=3D"PADDING-RIGHT: 0px; PADDING-LEFT: 5px; MARGIN-LEFT: 5px; =
BORDER-LEFT: #000000 2px solid; MARGIN-RIGHT: 0px">
      <DIV style=3D"FONT: 10pt arial">----- Original Message ----- =
</DIV>
      <DIV=20
      style=3D"BACKGROUND: #e4e4e4; FONT: 10pt arial; font-color: =
black"><B>From:</B>=20
      <A title=3Drijakits@cwpanama.net =
href=3D"mailto:rijakits@cwpanama.net">Thomas=20
      y Reina Jakits</A> </DIV>
      <DIV style=3D"FONT: 10pt arial"><B>To:</B> <A=20
      title=3Dflyrotary@lancaironline.net=20
      href=3D"mailto:flyrotary@lancaironline.net">Rotary motors in =
aircraft</A>=20
      </DIV>
      <DIV style=3D"FONT: 10pt arial"><B>Sent:</B> Tuesday, February 27, =
2007 1:52=20
      PM</DIV>
      <DIV style=3D"FONT: 10pt arial"><B>Subject:</B> [FlyRotary] Re: =
Pinched=20
      ducts was : [FlyRotary] Re: cowl openings for water =
radiators</DIV>
      <DIV><BR></DIV>
      <DIV><FONT face=3DArial size=3D2>Hmm,</FONT></DIV>
      <DIV><FONT face=3DArial size=3D2></FONT>&nbsp;</DIV>
      <DIV><FONT face=3DArial size=3D2>if I&nbsp;remember right from =
reading what I=20
      have from K&amp;N - if you do not have the optimal lenght =
available you=20
      start to cut it from the intake - take radiator and apply the =
optimum=20
      duct, measure from the radiator towards the intake whatever =
distance you=20
      have available and cut the duct there....</FONT></DIV>
      <DIV><FONT face=3DArial size=3D2></FONT>&nbsp;</DIV>
      <DIV><FONT face=3DArial size=3D2>Dave,</FONT></DIV>
      <DIV><FONT face=3DArial size=3D2>are you a Navy-flyer or a medic?? =

      :)</FONT></DIV>
      <DIV><FONT face=3DArial size=3D2></FONT>&nbsp;</DIV>
      <DIV><FONT face=3DArial size=3D2>Thomas</FONT></DIV>
      <BLOCKQUOTE dir=3Dltr=20
      style=3D"PADDING-RIGHT: 0px; PADDING-LEFT: 5px; MARGIN-LEFT: 5px; =
BORDER-LEFT: #000000 2px solid; MARGIN-RIGHT: 0px">
        <DIV style=3D"FONT: 10pt arial">----- Original Message ----- =
</DIV>
        <DIV=20
        style=3D"BACKGROUND: #e4e4e4; FONT: 10pt arial; font-color: =
black"><B>From:</B>=20
        <A title=3Deanderson@carolina.rr.com=20
        href=3D"mailto:eanderson@carolina.rr.com">Ed Anderson</A> </DIV>
        <DIV style=3D"FONT: 10pt arial"><B>To:</B> <A=20
        title=3Dflyrotary@lancaironline.net=20
        href=3D"mailto:flyrotary@lancaironline.net">Rotary motors in =
aircraft</A>=20
        </DIV>
        <DIV style=3D"FONT: 10pt arial"><B>Sent:</B> Tuesday, February =
27, 2007=20
        1:34 PM</DIV>
        <DIV style=3D"FONT: 10pt arial"><B>Subject:</B> [FlyRotary] Re: =
Pinched=20
        ducts was : [FlyRotary] Re: cowl openings for water =
radiators</DIV>
        <DIV><BR></DIV>
        <DIV><FONT face=3DArial>Hummm, Dave, perhaps my understanding of =
what it=20
        takes to keep the boundary layer attached to the duct wall is=20
        flawed.&nbsp;&nbsp;</FONT></DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial>From what&nbsp;I believe I=20
        understood&nbsp;regarding airflow in a duct is that&nbsp;the =
pressure=20
        recovery both aids and hinders the boundary layer's attachment =
to the=20
        duct wall.&nbsp;&nbsp;The&nbsp;pressure build up (area of slower =

        molecules) tend to push and keep the&nbsp;boundary layer pushed=20
        against&nbsp;the wall of the duct as it curves out - at the same =
time it=20
        is slowing down the boundary layer.&nbsp;&nbsp;So its the point =
of=20
        separation is&nbsp;(at least in part) contingent on how much =
speed the=20
        boundary layer has enabling it to push how far into the pressure =

        recovery area - before it ultimately separates.&nbsp; The =
further the=20
        better is my understanding.</FONT></DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial>&nbsp;&nbsp;My understanding is that in =
a duct -=20
        it is the recovery pressure&nbsp; which &nbsp;builds in the =
expansion=20
        area just &nbsp;before the core.&nbsp; This "high" pressure area =

        &nbsp;will "push" back on the boundary layer causing it slow and =

        eventually &nbsp;to separate from the wall.&nbsp; .&nbsp; =
However, if=20
        you keep the boundary layer speed up it pushes further into the =
pressure=20
        recovery area following the duct curve before the "back =
pressure" slows=20
        it enough to cause it to separate.&nbsp; </FONT></DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial>Also&nbsp; the speed of a molecule in =
all random=20
        directions is much, much higher than the component imparted by =
the=20
        airspeed - about 1100 ft/sec at sea level as I recall compared =
to about=20
        40 ft/sec in the duct.&nbsp; So my interpretation is that (at =
least in a=20
        duct) its the back pressure of the recovered pressure that =
causes the=20
        separation - not necessary the curve of the duct alone although =
that=20
        certainly contributes to the pressure recovery.&nbsp; That being =

        said,its clear that &nbsp;the three factors &nbsp;(duct curve, =
expansion=20
        area&nbsp;and separation) &nbsp;&nbsp;really go hand in =
hand.&nbsp; The=20
        greater the curve the more pressure recovery occurs and the =
greater the=20
        tendency for separation.&nbsp;&nbsp; The higher the velocity of =
the=20
        boundary layer the further it can penetrate into the higher =
pressure=20
        area before being slowed and separation occurs.&nbsp; =
</FONT></DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial>There is NO doubt that having a longer =
duct would=20
        improve the situation.&nbsp; However given I only had 3 -6" =
my&nbsp;take=20
        &nbsp;was that speeding up the air (and boundary layer energy) =
would=20
        ensure it penetrated deeper into the bell shape before the =
pressure=20
        recovery caused separation.&nbsp; But, as I have often stated - =
I could=20
        be completely wrong about what I think I =
understand.</FONT></DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial>&nbsp; You are after-all the Navy flyer =
and I know=20
        they cram a lot of areo into Navy pilot's heads.&nbsp; Me- I'm a =

        electrical engineer, so what&nbsp; I know about aerodynamics is =
what I=20
        have read (and think I understand).</FONT></DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial>But, regardless these pinched ducts=20
        have&nbsp;provided the &nbsp;best cooling with the smallest =
opening that=20
        I have achieved - so, Dave, &nbsp;if you stay quite it may not =
learn the=20
        truth {:&gt;)</FONT></DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial>Ed</FONT></DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
        <BLOCKQUOTE=20
        style=3D"PADDING-RIGHT: 0px; PADDING-LEFT: 5px; MARGIN-LEFT: =
5px; BORDER-LEFT: #000000 2px solid; MARGIN-RIGHT: 0px">
          <DIV style=3D"FONT: 10pt arial">----- Original Message ----- =
</DIV>
          <DIV=20
          style=3D"BACKGROUND: #e4e4e4; FONT: 10pt arial; font-color: =
black"><B>From:</B>=20
          <A title=3Dwdleonard@gmail.com =
href=3D"mailto:wdleonard@gmail.com">David=20
          Leonard</A> </DIV>
          <DIV style=3D"FONT: 10pt arial"><B>To:</B> <A=20
          title=3Dflyrotary@lancaironline.net=20
          href=3D"mailto:flyrotary@lancaironline.net">Rotary motors in=20
          aircraft</A> </DIV>
          <DIV style=3D"FONT: 10pt arial"><B>Sent:</B> Tuesday, February =
27, 2007=20
          11:46 AM</DIV>
          <DIV style=3D"FONT: 10pt arial"><B>Subject:</B> [FlyRotary] =
Re: Pinched=20
          ducts was : [FlyRotary] Re: cowl openings for water =
radiators</DIV>
          <DIV><BR></DIV>
          <DIV>Ed,</DIV>
          <DIV>&nbsp;</DIV>
          <DIV>Good discussion about streamline ducts.&nbsp; No doubt =
that they=20
          are superior although I have a slightly different take on what =
quality=20
          makes them work best.&nbsp; I also agree that it is wall =
separation=20
          that we are trying to avoid. </DIV>
          <DIV>&nbsp;</DIV>
          <DIV>But IMHO the important way to get there is "avoiding =
sharp=20
          turns."&nbsp;&nbsp; I think of the air molecules as little =
race cars=20
          coming in the duct.&nbsp; The less turning they do, the =
better.&nbsp;=20
          If they need to turn, the radius of the turn needs to be as =
large as=20
          possible.&nbsp; And just as important, the turn radius is =
distributed=20
          so that more of the turn is done after the air has started to =
slow=20
          down (near the face of the radiator).&nbsp; In other words, =
the turn=20
          radius is a function of speed.&nbsp; Just like with a car, =
don't turn=20
          it much before slowing down or it will separate. </DIV>
          <DIV>&nbsp;</DIV>
          <DIV>With that in mind, see why the "conventional duct" is so=20
          terrible.&nbsp; There is a single sharp turn right at the end =
of the=20
          straight-a-way.&nbsp; Separation occurs there and the whole =
plenum=20
          becomes turbulent.</DIV>
          <DIV>&nbsp;</DIV>
          <DIV>With the bell shaped duct (K&amp;N), it is easy to see =
why we=20
          need length.&nbsp; The longer the duct, the larger the turn =
radius can=20
          be&nbsp;throughout the whole distance.&nbsp; </DIV>
          <DIV>&nbsp;</DIV>
          <DIV>Given our limited space however, there will undoubtedly =
be a=20
          point where the necessary turn radius becomes too small for =
the speed=20
          of the air and it separates.&nbsp; But at least get the air to =
expand=20
          as much as possible before that happens. </DIV>
          <DIV>&nbsp;</DIV>
          <DIV>With your restriction in the neck you are setting =
yourself back=20
          before you start the necessary expansion.&nbsp;&nbsp; You have =
created=20
          less distance over which to average the turning radius, you =
have=20
          increased the speed -&nbsp;meaning the air can tolerate less =
of a=20
          turning radius before separating (lower velocities are known =
to=20
          maintain laminar flow much better than high velocity), and you =
have=20
          increased the total amount of expansion&nbsp;the streamlines =
need=20
          to&nbsp;undergo (narrower starting point).&nbsp; So=20
          my&nbsp;guess&nbsp;is a rather dismal effect on cooling =
compared to=20
          what you could have. </DIV>
          <DIV>&nbsp;</DIV>
          <DIV>BUT, since your cooling is still adequate I am sure you =
have made=20
          a very nice overall&nbsp;drag reduction.&nbsp;There is no way =
a=20
          conventional duct with that amount of area would work =
well.&nbsp; In=20
          other works, while I am very skeptical that the restriction =
actually=20
          helped cooling,&nbsp;big kudos to you for absolutely =
minimizing drag=20
          and duct area while maintaining&nbsp;sufficient cooling. =
</DIV>
          <DIV>&nbsp;</DIV>
          <DIV>In fact, seeing as how you have proven that it works I am =

          considering doing that for my oil and intercooler ducts as =
they are=20
          currently getting more air than they need...<BR>&nbsp;</DIV>
          <DIV>JMHO</DIV>
          <DIV><BR>-- <BR>David Leonard<BR><BR>Turbo Rotary RV-6 =
N4VY<BR>My=20
          websites at:<BR><A=20
          =
href=3D"http://members.aol.com/_ht_a/rotaryroster/index.html">http://memb=
ers.aol.com/_ht_a/rotaryroster/index.html</A><BR><A=20
          =
href=3D"http://members.aol.com/_ht_a/vp4skydoc/index.html">http://members=
.aol.com/_ht_a/vp4skydoc/index.html</A><BR><A=20
          =
href=3D"http://leonardiniraq.blogspot.com">http://leonardiniraq.blogspot.=
com</A>=20
          <BR>&nbsp;</DIV>
          <DIV><SPAN class=3Dgmail_quote>On 2/26/07, <B =
class=3Dgmail_sendername>Ed=20
          Anderson</B> &lt;<A=20
          =
href=3D"mailto:eanderson@carolina.rr.com">eanderson@carolina.rr.com</A>&g=
t;=20
          wrote:</SPAN>=20
          <BLOCKQUOTE class=3Dgmail_quote=20
          style=3D"PADDING-LEFT: 1ex; MARGIN: 0px 0px 0px 0.8ex; =
BORDER-LEFT: #ccc 1px solid">
            <DIV bgcolor=3D"#ffffff">
            <DIV><FONT face=3DArial>Actually, there is, Joe.&nbsp; But, =
you are=20
            going to be sorry you asked {:&gt;).</FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>&nbsp; I spent quite a hit of time =
studying a=20
            tome (Kuchuman and Weber better know as K&amp;W) &nbsp;on =
air=20
            cooling of liquid cooled engines written back in the hey day =
of high=20
            speed mustangs lightenings, spitfires, etc.&nbsp;Sort of the =
liquid=20
            cooling bible.&nbsp; &nbsp;Chapter 12 (the one of most =
interest to=20
            us) showed a duct that reportedly had the best pressure =
recovery=20
            (84% or thereabouts) around for a subsonic duct that they =
had=20
            found.&nbsp; It was called a "StreamLine Duct" (See attached =
graph -=20
            the graph a of the top graph shows the shape of the duct (or =
at=20
            least 1/2 around the center line - sorry for the poor=20
            quality).&nbsp;&nbsp; </FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>&nbsp;After quite a bit of studying =
and=20
            thinking about what I had read about cooling ducts, it =
finally=20
            became clear to me that the perhaps top thing that is =
clearly=20
            detrimental to good cooling is having flow separation in the =

            duct.&nbsp;&nbsp; Most of the old drawings of a cooling duct =
shape=20
            followed a sinusoidal shape - rapid expansion right after =
the=20
            opening.&nbsp; It turns out that "traditional" shape is =
probably one=20
            of the worst shapes for a cooling duct (the story why is too =
long to=20
            get into here). </FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>Anyhow, &nbsp;Flow separation leads =
to eddies=20
            and turbulence which casts a "shadow" of turbulent air on =
the=20
            cooling core.&nbsp; Like a shadow, the further away from the =
core=20
            the separation occurs (like near the entrance of the duct) =
the=20
            larger the shadow it casts on the core area.&nbsp; This=20
            "shadow"&nbsp;&nbsp;adversely interferes with the flow of =
air=20
            through the core and reduces the effectiveness of the core.=20
            </FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>&nbsp; What causes this separation =
is that as=20
            pressure is recovered by the expansion of the duct, the =
build up of=20
            the very pressure recover we want -&nbsp; starts to hinder =
the=20
            boundary layer flow near the wall of the duct.&nbsp; It =
slows it=20
            down and causes it to lose energy and attachment to the duct =

            wall.&nbsp; At a certain point the flow separates and starts =
to=20
            tumble/rotate and depending where (near the duct entrance or =
near=20
            the core) the flow separates, determines how much of the =
core area=20
            is adversely affected.&nbsp; So if the boundary layer's =
energy level=20
            (air speed of its molecules) is maintained at a high level=20
            separation is less likely. </FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>So ideally, you would like to =
prevent any=20
            separation during pressure recovery.&nbsp; The Streamline =
Duct is=20
            the so called "Trumpet" duct or "Bell" duct .&nbsp; After =
the=20
            opening, there is a long section of non-expanding duct =
followed by a=20
            rapid expansion into the "bell" shape just before the =
core.&nbsp;=20
            The long non-expanding part of the duct maintains the energy =
(air=20
            flow) of the boundary layer and separation does not occur =
until well=20
            into the "bell" shape expansion.&nbsp; </FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>&nbsp;In fact, it happens way up in =
the corner=20
            of the bell/core interface and affects a very small area of =
the=20
            core.</FONT></DIV>
            <DIV><FONT face=3DArial>For full effectiveness the =
"Streamline duct"=20
            from K&amp;W needs a length of 12-17".&nbsp; Well, that's =
way more=20
            distance than I had.&nbsp; So I got to thinking that if =
keeping the=20
            speed of the air molecules near the duct wall helps prevent =
boundary=20
            layer separation and the cooling killing eddy of turbulent =
air -=20
            &nbsp;what could I do with my short 3 - 6" (no jokes you=20
            guys).&nbsp; We all know from Bernoulli that if an area is =
squeezed=20
            down that the velocity of the air flow increases - =
right?&nbsp;=20
            </FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>So I decided to try to maintain or =
increase=20
            the energy of the air by pitching down the neck just before =
it goes=20
            into the bell shape expansions in hopes that the increased =
energy=20
            will help the boundary layer stay adhered to the duct wall =
until=20
            well into the corner of the bell shape.&nbsp; So that's the =
story of=20
            the pinched ducts.&nbsp; There is no question in my mind =
that this=20
            is not as effective as if I could have had the 16" to build =
the duct=20
            - but, in this hobby, you work with what you've got - right? =

            </FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>Does it work?&nbsp; Who knows - but =
I seem to=20
            fly with less opening area&nbsp;than most folks and have no =
cooling=20
            problems.&nbsp; So that's my 0.02 on the topic - see told =
you, you=20
            would regret asking {:&gt;). </FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial>Ed</FONT></DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
            <BLOCKQUOTE dir=3Dltr=20
            style=3D"PADDING-RIGHT: 0px; PADDING-LEFT: 5px; MARGIN-LEFT: =
5px; BORDER-LEFT: #000000 2px solid; MARGIN-RIGHT: 0px">
              <DIV style=3D"FONT: 10pt arial">----- Original Message =
----- </DIV>
              <DIV style=3D"BACKGROUND: #e4e4e4; FONT: 10pt =
arial"><B>From:</B> <A=20
              title=3Ddowning.j@sbcglobal.net=20
              onclick=3D"return top.js.OpenExtLink(window,event,this)"=20
              href=3D"mailto:downing.j@sbcglobal.net" =
target=3D_blank>John Downing=20
              </A></DIV>
              <DIV style=3D"FONT: 10pt arial"><B>To:</B> <A=20
              title=3Dflyrotary@lancaironline.net=20
              onclick=3D"return top.js.OpenExtLink(window,event,this)"=20
              href=3D"mailto:flyrotary@lancaironline.net" =
target=3D_blank>Rotary=20
              motors in aircraft</A> </DIV>
              <DIV style=3D"FONT: 10pt arial"><B>Sent:</B> Monday, =
February 26,=20
              2007 8:53 PM</DIV>
              <DIV style=3D"FONT: 10pt arial"><B>Subject:</B> =
[FlyRotary] Re: cowl=20
              openings for water radiators</DIV>
              <DIV><BR>&nbsp;</DIV>
              <DIV><FONT face=3DArial size=3D2>Ed, is there some =
particular reason=20
              that you necked the inlet down small, then enlarged it=20
              again.&nbsp; Thankyou for the pictures.&nbsp; =
JohnD</FONT></DIV>
              <BLOCKQUOTE=20
              style=3D"PADDING-RIGHT: 0px; PADDING-LEFT: 5px; =
MARGIN-LEFT: 5px; BORDER-LEFT: #000000 2px solid; MARGIN-RIGHT: 0px">
                <DIV style=3D"FONT: 10pt arial">----- Original Message =
-----=20
</DIV>
                <DIV style=3D"BACKGROUND: #e4e4e4; FONT: 10pt =
arial"><B>From:</B>=20
                <A title=3Deanderson@carolina.rr.com=20
                onclick=3D"return top.js.OpenExtLink(window,event,this)" =

                href=3D"mailto:eanderson@carolina.rr.com" =
target=3D_blank>Ed=20
                Anderson </A></DIV>
                <DIV style=3D"FONT: 10pt arial"><B>To:</B> <A=20
                title=3Dflyrotary@lancaironline.net=20
                onclick=3D"return top.js.OpenExtLink(window,event,this)" =

                href=3D"mailto:flyrotary@lancaironline.net" =
target=3D_blank>Rotary=20
                motors in aircraft</A> </DIV>
                <DIV style=3D"FONT: 10pt arial"><B>Sent:</B> Monday, =
February 26,=20
                2007 3:39 PM</DIV>
                <DIV style=3D"FONT: 10pt arial"><B>Subject:</B> =
[FlyRotary] Re:=20
                cowl openings for water radiators</DIV>
                <DIV><BR>&nbsp;</DIV>
                <DIV><FONT face=3DArial>John, don't know if these photos =
will=20
                help.&nbsp; But, like you I only have between 3 and 6" =
of duct=20
                distance on the radiators.&nbsp; You should do Ok with =
20 sq=20
                inch on each opening with a good diffuser/duct.&nbsp; =
Attached=20
                are some photos of my current ducts.&nbsp; The openings =
are 18=20
                sq inches each.&nbsp; I have had one opening down to as =
little=20
                as 10 square inches - but that was a bit marginal - so =
opened it=20
                back up.&nbsp; I have a generous exit area for the hot =
air=20
                including a larger 4" x 12" bottom opening as well as =
louvers on=20
                each side of the cowl.&nbsp; So you mileage could vary - =
but=20
                Tracy has essentially the same size opening as well as =
several=20
                others. </FONT></DIV>
                <DIV><FONT face=3DArial></FONT>&nbsp;</DIV>
                <DIV><FONT face=3DArial>Ed</FONT></DIV>
                <BLOCKQUOTE=20
                style=3D"PADDING-RIGHT: 0px; PADDING-LEFT: 5px; =
MARGIN-LEFT: 5px; BORDER-LEFT: #000000 2px solid; MARGIN-RIGHT: 0px">
                  <DIV style=3D"FONT: 10pt arial">----- Original Message =
-----=20
                  </DIV>
                  <DIV=20
                  style=3D"BACKGROUND: #e4e4e4; FONT: 10pt =
arial"><B>From:</B> <A=20
                  title=3Ddowning.j@sbcglobal.net=20
                  onclick=3D"return =
top.js.OpenExtLink(window,event,this)"=20
                  href=3D"mailto:downing.j@sbcglobal.net" =
target=3D_blank>John=20
                  Downing </A></DIV>
                  <DIV style=3D"FONT: 10pt arial"><B>To:</B> <A=20
                  title=3Dflyrotary@lancaironline.net=20
                  onclick=3D"return =
top.js.OpenExtLink(window,event,this)"=20
                  href=3D"mailto:flyrotary@lancaironline.net" =
target=3D_blank>Rotary=20
                  motors in aircraft</A> </DIV>
                  <DIV style=3D"FONT: 10pt arial"><B>Sent:</B> Monday, =
February=20
                  26, 2007 12:12 PM</DIV>
                  <DIV style=3D"FONT: 10pt arial"><B>Subject:</B> =
[FlyRotary] cowl=20
                  openings for water radiators</DIV>
                  <DIV><BR>&nbsp;</DIV>
                  <DIV><FONT face=3DArial size=3D2>What size openings do =
I need for=20
                  the water radiators?&nbsp;&nbsp; The Wittman Tailwind =
cowl I=20
                  have has postal slots of 3' x 7 3/4" , which =
is&nbsp;&nbsp;=20
                  approx. 22 1/4 sq in. on each side.&nbsp; Sam James =
for the=20
                  160 Lycoming is using 4 3/4' round holes which are =
17.6 sq.=20
                  inches on each side.&nbsp; My radiators are quite =
close to the=20
                  opening and I plan on making the diffusers trumpet =
shaped,=20
                  will the openings be large enough if I can stay over =
20 sq.=20
                  inches on each side with a decent trumpet shape.&nbsp; =

                  JohnD&nbsp;&nbsp;&nbsp;&nbsp;&nbsp;&nbsp; =
hushpowere&nbsp;II=20
                  on order - hope to start in 2 weeks if weather =
cooperates.=20
                  </FONT></DIV>
                  <P>
                  <HR>

                  <P></P>--<BR>Homepage:&nbsp; <A=20
                  onclick=3D"return =
top.js.OpenExtLink(window,event,this)"=20
                  href=3D"http://www.flyrotary.com/"=20
                  =
target=3D_blank>http://www.flyrotary.com/</A><BR>Archive and=20
                  UnSub:&nbsp;&nbsp; <A=20
                  onclick=3D"return =
top.js.OpenExtLink(window,event,this)"=20
                  =
href=3D"http://mail.lancaironline.net/lists/flyrotary/"=20
                  =
target=3D_blank>http://mail.lancaironline.net/lists/flyrotary/</A><BR>
                  <P></P>
                  <P></P></BLOCKQUOTE>
                <P>
                <HR>

                <P></P>--<BR>Homepage:&nbsp; <A=20
                onclick=3D"return top.js.OpenExtLink(window,event,this)" =

                href=3D"http://www.flyrotary.com/"=20
                target=3D_blank>http://www.flyrotary.com/</A><BR>Archive =
and=20
                UnSub:&nbsp;&nbsp; <A=20
                onclick=3D"return top.js.OpenExtLink(window,event,this)" =

                href=3D"http://mail.lancaironline.net/lists/flyrotary/"=20
                =
target=3D_blank>http://mail.lancaironline.net/lists/flyrotary/</A><BR>
                <P></P>
                =
<P></P></BLOCKQUOTE></BLOCKQUOTE></DIV><BR>--<BR>Homepage: &nbsp;<A=20
            onclick=3D"return top.js.OpenExtLink(window,event,this)"=20
            href=3D"http://www.flyrotary.com/"=20
            target=3D_blank>http://www.flyrotary.com/</A><BR>Archive and =
UnSub:=20
            &nbsp; <A onclick=3D"return =
top.js.OpenExtLink(window,event,this)"=20
            href=3D"http://mail.lancaironline.net/lists/flyrotary/"=20
            =
target=3D_blank>http://mail.lancaironline.net/lists/flyrotary/</A><BR><BR=
><BR=20
            clear=3Dall></BLOCKQUOTE></DIV><BR><BR=20
    =
clear=3Dall></BLOCKQUOTE></BLOCKQUOTE></BLOCKQUOTE></BLOCKQUOTE></BLOCKQU=
OTE></BODY></HTML>

------=_NextPart_001_000A_01C75B40.93F8A910--

------=_NextPart_000_0009_01C75B40.93F8A910
Content-Type: image/jpeg;
	name="SeparationInDiffusers.JPG"
Content-Transfer-Encoding: base64
Content-Disposition: attachment;
	filename="SeparationInDiffusers.JPG"
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------=_NextPart_000_0009_01C75B40.93F8A910--