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Simply determining radiator coolant delta T may be useful in troubleshootin=
g the cooling system.  The water cooling system is a closed system with two=
 heat exchangers: one is the engine putting heat into the coolant and the o=
ther is the radiator removing heat from the coolant.  When all of the coola=
nt flows through the engine and radiator (coolant bypass passage blocked by=
 either a plug or a fully open thermostat) the engine and radiator must hav=
e the same coolant delta T.  At a given power level and coolant flow rate w=
e all should see similar delta T's since we are using very similar engines.=
  At sea level full throttle, that coolant delta T should be close to 15 de=
grees F.  Since the heat exchanger characteristics of a clean engine are es=
sentially fixed, a coolant delta T of much more than15 degrees F at full th=
rottle would most likely be a result of insufficient coolant flow rate thro=
ugh the system.  This could result from a defective water pump or too much =
coolant bypassing the radiator such as due to an incompletely closed thermo=
stat bypass passage, too large air bleeds from engine coolant high points, =
or an open cabin heater coolant loop.  An EWP would introduce an additional=
 variable.


With proper coolant flow rate, when the radiator cannot remove enough heat =
from the system, the overall coolant temperature will rise until one of two=
 conditions are achieved.  First, the radiator may be capable of removing e=
nough heat with a greater delta T between the coolant and the air.   The sy=
stem will stabilize, but the delta T's of the coolant across the engine and=
 across the radiator will remain essentially equal and unchanged.  This typ=
e of behavior is demonstrated in the attached data plot for a full throttle=
 climb from 7,000 to 14,0000 ft msl with a typical OAT decrease.


The second condition would be to boil the coolant and remove heat due to th=
e phase change.  This may not maintain a closed system and the stable condi=
tion would then, of course, be temporary.


The goal of designing the radiator side of the cooling system is to size th=
e radiator and air flow through its core to achieve the desired overall coo=
lant temperature.  Trying to change the coolant delta T at a given RPM and =
power level will prove frustrating.


The same would be true of the oil cooling system if the oil flow rate was c=
onsistent between our systems.  However, if part of the oil flow is returne=
d to the sump at the front cover relief valve, comparisons between differen=
t setups will be of limited value unless the actual oil flow rates through =
the oil coolers are known.


Steve Boese

RV6A, 1986 13B NA, RD1A, EC2




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<div id=3D"divtagdefaultwrapper" style=3D"color:rgb(0,0,0); font-family:Cal=
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<p>Simply determining radiator coolant delta T may be useful in troubleshoo=
ting the cooling system.&nbsp; The water cooling system is a closed system =
with two heat exchangers: one is the engine putting heat into the coolant a=
nd the other is the radiator removing
 heat from the coolant.&nbsp; When all of the coolant flows through the eng=
ine and radiator (coolant bypass passage blocked by either a plug or a full=
y open thermostat) the engine and radiator must have the same coolant delta=
 T.&nbsp; At a given power level and coolant
 flow rate we all should see similar delta T's since we are using very simi=
lar engines.&nbsp; At sea level full throttle, that coolant delta T should =
be close to 15 degrees F.&nbsp; Since the heat exchanger characteristics of=
 a clean engine are essentially fixed, a coolant
 delta T of much more than15 degrees F at full throttle would most likely b=
e a result of insufficient coolant flow rate through the system.&nbsp; This=
 could result from a defective water pump or too much coolant bypassing the=
 radiator such as due to an incompletely
 closed thermostat bypass passage, too large air bleeds from engine coolant=
 high points, or an open cabin heater coolant loop.&nbsp; An EWP would intr=
oduce an additional variable. &nbsp;</p>
<p><br>
</p>
<p>With proper coolant flow rate, when the radiator cannot remove enough he=
at from the system, the overall coolant temperature will rise until one of =
two conditions are achieved.&nbsp; First, the radiator may be capable of re=
moving enough heat with a greater delta
 T between the coolant and the air. &nbsp; The system will stabilize, but t=
he delta T's of the coolant across the engine and across the radiator will =
remain essentially equal and unchanged.&nbsp; This type of behavior is demo=
nstrated in the attached data plot for a full
 throttle climb from 7,000 to 14,0000 ft msl with a typical OAT decrease.</=
p>
<p><br>
</p>
<p>The second condition would be to boil the coolant and remove heat due to=
 the phase change.&nbsp; This may not maintain a closed system and the stab=
le condition would then, of course, be temporary.</p>
<p><br>
</p>
<p>The goal of designing the radiator side of the cooling system is to size=
 the radiator and air flow through its core to achieve the desired overall =
coolant temperature.&nbsp; Trying to change the coolant delta T at a given =
RPM and power level will prove frustrating.</p>
<p><br>
</p>
<p>The same would be true of the oil cooling system if the oil flow rate wa=
s consistent between our systems.&nbsp; However, if part of the oil flow is=
 returned to the sump at the front cover relief valve, comparisons between =
different setups will be of limited value
 unless the actual oil flow rates through the oil coolers are known. &nbsp;=
</p>
<p><br>
</p>
<p><font face=3D"Tahoma" size=3D"2"><font face=3D"tahoma" size=3D"2">Steve =
Boese</font></font></p>
<div id=3D"Signature">
<div><font face=3D"Tahoma" size=3D"2">
<div><font face=3D"tahoma" size=3D"2">RV6A, 1986 13B NA, RD1A, EC2</font></=
div>
</font></div>
</div>
<p><br>
</p>
<p>&nbsp;&nbsp;<br>
</p>
</div>
</body>
</html>

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