Mailing List flyrotary@lancaironline.net Message #351
From: <Wschertz2@aol.com>
Sender: Marvin Kaye <marv@lancaironline.net>
Subject: Re: [FlyRotary] Re: Electric Water Pumps
Date: Tue, 22 Oct 2002 00:23:53 -0400
To: <flyrotary>
In a message dated 10/21/2002 7:07:07 AM Central Daylight Time,
n268bl@charter.net writes:

> Subj:  [FlyRotary] Re: Electric Water Pumps
>  Date:    10/21/2002 7:07:07 AM Central Daylight Time
>  From:    n268bl@charter.net (Bill Eslick)
>  Sender:  flyrotary@lancaironline.net
>  Reply-to:    <A HREF="mailto:flyrotary@lancaironline.net">
flyrotary@lancaironline.net</A>
>  To:  flyrotary@lancaironline.net
>  
>  ..............................So to remove the waste heat from the engine,
>  operating at 180 horsepower,
>  there needs to be a 47 Degree temperature rise across the engine and a 47
>  Degree temperature drop across the radiator.
>  ..................................
>  
>  ***************************************************
>  
>  This may not be the case in actual practice.  I estimate my engine at about
>  140 HP at this point, and running this thru the equations gives me about a
>  36 degree drop required. (Did I do that correctly?)
>  
>  I can climb out on 100+ degree days and the temp drop across my (GM) cores
>  is only 10-15 degrees.  Cooling is stable at that point at around 190
>  degrees.  In my first 100 hours at many temps and altitudes, the drop is
>  always around 10 to 15 degrees.
>  
>  I am using the CHT probes of my EIS clamped to the exit tubes of the cores
>  to get these temps.  They are wrapped with firesleeve to ward off other
>  sources of heat.
>  
>  Bill Eslick
>  
>  
>  
>  >>  Homepage:  http://www.flyrotary.com/
>  
------------------
-----------------------------------
Your measurements of the delta T indicate that you have much greater flow
rate than 80 liters per minute. A higher flow rate means that the delta T
will be less. Your arithmetic is correct, at 80 liter/min flow, you should
expect 36 degree delta T.  Since you are getting 15 degree delta T, your flow
rate is about

36*80/15 = 192 liter/minute, or 50 gallons/minute (which is about what
Powersport found they needed).

Everyone please bear in mind that I have nothing against Electric Water
Pumps, but I firmly believe in things like thermodynamics, heat capacity, and
pump pressure curves. Too many engineering courses I guess -- I have only
used the data published by Davies-Craig and Mazda in my calculations.

Bill Schertz
KIS Cruiser #4045

Subscribe (FEED) Subscribe (DIGEST) Subscribe (INDEX) Unsubscribe Mail to Listmaster