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SuperFlow SF-1020I - Test Pressures and Comparing Flow Numbers

SuperFlow SF-1020I
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48
owbench-guided cylinder head designs in the early 1970s as well. Chrysler adapted a ow lab from
elements that were used in air lter work, and the lab was developed in parallel with their introduction of the
426 Hemi engine. The Ford Motor Company ow lab dates to the mid-1960s where they supported their
winning LeMans racing e󰀨ort with their GT40 racing vehicles.
Some of the OEM, specialty-engine manufacturers, and professional race teams are now using
Computational Fluid Dynamics (CFD) to assist in Computer-Aided Design (CAD) and owbench driven
designs. Many of the OEMs have abandoned their in-house airow benches to outsource much of
their airow development testing. As a result, some well-established shops using SuperFlow or other
owbenches around the country typically get involved in OEM development contracts because the
programs are more cost and time e󰀨ective.
7.2 Test Pressures and Comparing Flow Numbers
The necessity of ow number comparison is something anyone involved in ow testing must endure. Even
if the number comparison is made on the same components and owbench, it is important to know how
to compare the numbers so the time and e󰀨ort is worthwhile. The comparison process is necessary to
evaluate published numbers vs. your own developed ow numbers. The rst principle you learn in ow
testing is that you must ask (or qualify) at what test pressure the ow numbers were recorded.
"Table 7-1. Flowbench Test Pressure Conversion Chart" is based on the square root of the pressure ratio
method. If you have ow numbers at a known test pressure and want to compare those numbers at a
di󰀨erent test pressure, it is easy to do. The formula is:
FlowAtFirstTestPressure
= FlowAtSecondTestPressureX
SecondTestPressure
FirstTestPressure
As an example, if you have ow numbers at 10"H
2
O test pressure and would like to know what the ow
should be at 25"H
2
O test pressure, the formula is:
(25 ⁄ 10) = 1.58
So you would multiply the ow numbers taken at 10”H
2
O test pressure by 1.58 to see what the ow would
be at 25"H
2
O.
7.0 Flowbench Theory

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