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Chassis Temperature Rise From
Installed Cards
A simple conservative
rule of thumb for cooling flow requirements, discounting
such effects as heat loss through the chassis walls
and laminar versus turbulent flow, is:
- CFM = 3.16 x Watts / allowed
temp rise deg F
This is the air flow required,
not the fan rating. It is a conservative number
because there is some radiated cooling and turbulent
flow is more effective at removing heat from components.
For example, a typical chassis
with 100 watts of load, 130 deg F max internal temperature
in a 100 deg F environment (a 30 deg temperature rise):
- CFM = 3.16 x 100 watts / (130
- 100) = 10 CFM
10 CFM of flow through a chassis
will limit the internal temperature rise to 30 deg F.
For an extreme case, calculate
for 300 watts, same 130 deg F max internal limit (typical
for commercial components) operating in a 120 deg environment
(typical chassis specification):
- CFM = 3.16 x 300 watts / (130
- 120) = 94 CFM
94 CFM must be moved through
the chassis to limit the internal temperature to 130
deg F.
Or you can reverse the equation
given a flow rate:
- Watts = 42 CFM x (130
120) / 3.16 = 136 watts
The difficult part of selecting
a fan is determining chassis flow impedance or how much
air a particular fan will move through the chassis.
This impedance is the friction the air sees passing
through the front panel slots, air filter, internal
structures, and out the rear slots and power supply.
There is no method to empirically deduce this number
by looking at a chassis design. System impedance
can only be determined by measuring actual flow through
a chassis against the pressure required to generate
that flow. Click here for a photo of a chassis
under test. Once this relationship is determined,
a plot can be made of the chassis impedance with flow
on one axis and pressure on the other. Various
fan curves can be laid on top of this curve to determine
actual airflow in CFM through a chassis.
Chassis
impedance curves are given for all Chassis Plans designs.
The chassis impedance plot is used by finding the intersection
of the fan curves with the chassis impedance curve.
The fan curves are given in the fan manufacturers' literature
for each fan. In the above plot for the Chassis
Plans Model 417-MB, a single 45 CFM fan will actually
move 27 CFM of air. Two 45 CFM fans move 42 CFM.
Note that adding an additional
fan did not double the flow through the chassis because
of the rising tail on the impedance curve. As
the flow increases, the pressure in the chassis increases.
That limits the output of each fan a little more than
if only one fan was operating.
Note that once the system power
load and maximum internal temperature are determined,
the axis labeled CFM can be relabeled as Maximum Ambient
Temperature as shown in the calculations above.
The intersection of the various fan curves with the
chassis impedance curve will give the highest allowable
ambient temperature.
Remember one point of this discussion
is noise control. After determining the chassis
factors, fan curves can be used to find a fan with the
lowest airflow that meets the cooling requirements.
This fan (or other low volume fans) will presumably
be the quietest fan also.
Published fan specifications
are rated at zero differential pressure across the fan
with a curve showing actual flow versus differential
pressure. The actual flow through the fan is then
dependent on the pressure drop generated by mechanical
openings (front and rear panel openings) and the air
filter (area, thickness, efficiency, and dirt loading).
Each chassis will have a System Resistance Curve of
air flow versus delta-P where delta-P is the measured
pressure drop across the fan. Differential pressure
is dependent on the velocity or flow rate (CFM) squared
so that if the flow rate is doubled, the differential
pressure goes up by a factor of four. Thus, installing
a fan with a free airflow twice that of the original
fan will not increase system cooling by a factor of
2, but only by 1.4.
Another way to look at this square
effect is doubling the chassis power usage (100 watts
increasing to 200 watts) requires a fan (or fans) with
four times the free air flow rating to keep the temperature
the same.
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