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Racers Math - 2
Racers
Math - 2:
This section of the site is for calculating aspects of your own cars
performance and is specifically for drag racing. If you have an
idea of the types of things you'd like to be able to calculate, let
us know. Please bear in mind that these calculators are approximations
only. Although the
information is based on a 5.0 liter Mustang, it is general enough to apply to
any car used for drag racing. Note, you must have a
JavaScript enabled browser and it must be turned on to use these
calculators. Test your browser by clicking
the button below. If nothing happens, you're not enabled.
For more detailed calculations, check out the engine
analyses available at the SlowGT
store.
Links to all of the
calculators on all pages in the site.
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Fuel System Stuff
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Performance Vs Altitude Stuff
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Gear Ratio Stuff
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Engine Mechanical Stuff
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Horsepower, Weight and Performance Stuff
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Engine Air Flow Stuff
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Basic Horsepower Versus
Altitude
This is a basic calculator that is useful for
calculating the effects of elev1 (altitude) change on engine horsepower
production. This calculator is specifically intended for use in
calculating numbers for naturally aspirated cars. The calculator assumes equal humidity and relative
barometric pressure at both altitudes. Please note that these
calculations are estimates only.
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Current Elevation From Sea-Level is the
altitude at which you currently know your horsepower.
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Current Horsepower is just what you think
it is. You can use the horsepower calculator
to calculate this value.
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New Elevation From Sea-Level is the new
altitude at which you want to know your horsepower based on
elev1 change.
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After you
have calculated a result, if you would like to see a curve showing the
effect of altitude on your horsepower, select "Plot It".
[ Top of Page ]
Maximum Piston Speed and
Acceleration
The
following calculator can be used to calculate the piston speed and
acceleration for a
given combination. Use this calculator to verify critical engine
parameters for your combination. The second column of inputs is so
that you can compare two combinations "side-by-side". If
you enter any invalid inputs in any of the second column, no output will
be calculated or plotted.
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Stroke and Rod Length are in
inches.
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Maximum engine RPM is the maximum RPM the engine
will experience.
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Begin Plot is the crank angle at which
the plotting will begin and Plot Range is the total number of
crank angle degrees that will be plotted.
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Two different plots are available, Piston
Velocity and Piston Acceleration. Each one is
overlaid with a plot of Piston Location as a function of crank
angle.
Now for some output parameters.
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Maximum Piston Speed is the maximum speed
the
piston will experience.
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Maximum Positive Piston Acceleration is the
maximum acceleration the piston experiences near top dead
center. This is where the rod
is being stretched as the piston is pulled down the cylinder bore
away from top dead center.
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Maximum Negative Piston Acceleration is the
maximum acceleration the piston experiences near bottom dead
center. This is where the rod
is being compressed as the piston is pushed back up the cylinder
bore from bottom dead center.
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Crank Angle is the number of degrees after top
dead center at which the maximum piston values above occur.
Crank angle is measured as the number of degrees after top dead
center.
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Piston Travel is the piston travel away from
top dead center at which the maximum piston values above occur.
Piston location is measured as the number of inches down the
cylinder bore from top dead center. Top dead center is
represented as 0. Bottom dead center is represented as the
full stroke number.
[ Top of Page ]
Engine Displacement
The
following calculator can be used to calculate the displacement, or swept
volume, of an engine.
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Stroke and Bore should be entered
in inches.
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Number of Cylinders is just what you
think it is and should be a whole number.
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When plotted, the calculator will display how
engine displacement changes with common over-bore values (0.030
inches through 0.120 inches).
[ Top of Page ]
Engine Mechanical Compression Ratio
Use
this calculator to calculate the mechanical compression ratio for an
engine as well as the total displacement of each engine cylinder.
The input terms are below:
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Bore, Stroke, Head Gasket
Compressed Thickness and Cylinder Head Hole Diameter are
given in inches.
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Piston Deck Height is the distance between the
top of the piston and the cylinder block deck at top-dead-center. Also enter this
value in inches. Enter the number as negative when the piston
is above the block deck at top-dead-center. Enter it as
positive if the piston is below the block deck at top-dead-center.
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Piston Dome Volume is the total volume of the
piston dome and dish/valve notches. A flat top piston will
have a piston volume of 0, a domed piston will have a positive value
and a dished piston will have a negative value. Enter this
value in cc (available from most piston manufacturers).
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Piston Volume Above the Compression Ring is
exactly what it sounds like. It is usually approximately 1.0
cc (available from many piston manufacturers). Enter this
value in cc.
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Chamber Volume is the total cylinder head
chamber volume with valves in place. Enter this value in
cc.
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When plotted, the calculator will show how
compression ratio will change with combustion chamber volume.
[ Top of Page ]
Minimum Intake Port Cross
Sectional Area
The
following calculator can be used to calculate the minimum intake port
cross sectional area for a given engine.
Now for the output parameter.
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Minimum Intake Port Cross Section is just
what it states. This is the smallest cross sectional area
required to adequately support the air flow for the engine size and
RPM for the combination.
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When plotted, the calculator shows how minimum
intake port cross sectional area will change with engine
combination.
[ Top of Page ]
Header Dimensions
The
following calculator can be used to calculate the header dimensions best
suited to your combination. The input terms are below:
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Bore and Stroke are given in inches.
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Exhaust Valve Opening Point is given in degrees
after top dead center (ATDC). A typical street cam will be
around 100 degrees ATDC and a common race cam can be closer to 65 degrees
ATDC. Entered values should be greater than 0.
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Peak Power RPM is the RPM value at which your
engine makes peak power.
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When plotted, the calculator shows how header
dimension requirements will change with engine combination.
[ Top of Page ]
Intake Air Flow Requirement
The
following calculator can be used to calculate the intake air flow
requirement for your combination. The input terms are below:
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Bore and Stroke are given in inches.
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Number of Cylinders is just what you
think it is and should be entered as a whole number.
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Volumetric Efficiency of the engine at peak
horsepower should be entered as a whole
number. A typical street type engine will be approximately 85%
volumetrically efficient at peak power and a well-tuned, free-flowing race engine can be
as much as 105% efficient.
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Peak Power RPM is the RPM value at which your
engine makes peak power.
Now for the output parameter.
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Required Intake Flow Capacity is the minimum
cubic feet per minute (CFM) air flow capacity required to support the power capability of your combination.
This air flow capacity is required through the entire intake
assembly up to the point where the intake path splits into
individual runners.
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When plotted, the calculator shows how minimum
intake air flow requirement will change with engine combination.
[ Parent Page ]
[ Racers Math 1 ] [ Racers Math 2 ]
[ Top of Page ]
For more detailed
engine-building information, check out the analyses
and books
available at the SlowGT store.


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This web site is dedicated to 5.0 Liter Mustang Drag Racing. The technical information on this site is provided based on the owners personal experience. No warranty is expressed or implied. Best viewed at 800x600
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Last Updated: May 23, 2001
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