This will be the least technical "technical" page on the web. Our
purpose is to explain, in laymen's terms, some of the issues relating to pressure,
temperature, and flow that might be of interest to our visitors. Please tell us how
we are doing.
Basic Definitions:
| Term |
Quick Definition |
Formula |
Common Units |
| Pressure |
Force (F) applied over some area (A) |
P=F/A |
psi, kPa, kg/cm2, bar |
| Mass |
The amount of matter in an object |
M |
g, kg(m), lbs(m) |
| Gravity |
An attraction (a) that works on a mass (M) |
a |
ft/sec2, m/sec2 |
| Weight |
Force on a mass (M) due to gravity (a) |
F=M*a |
lbs, kg(f), Newton, ton |
| Area |
Two dimensional space |
A |
in2, ft2, cm2,
m2 |
| Force |
Mass under the influence of acceleration (a) |
F=M*a |
lbs, kg(f), Newton, ton |
| Flow |
Change in mass or volume over time (t) |
L=V/t or M/t |
cfm, gpm, lbs/hr |
| Volume |
Three dimensional space |
V |
in3, ft3, cm3,
m3 |
| Density |
Amount of mass (M) in a volume (V) |
D=M/V |
lbs/ft3, g/cm3, kg/m3 |
| Liquid |
Incompressible state where matter flows |
|
e.g. water at STP |
| Gas |
Compressible state where matter disperses |
|
e.g. air, nitrogen at STP |
| STP |
Standard temperature and pressure |
|
68 deg. F, 14.7 psia |
|
Gravity:
Newton tells us that two masses attract each other depending on how large they
are and how close they are to each other. The attraction of the very large earth on
everyday objects around us results in the weight of those
objects, otherwise known as the force due to gravity.
Almost everything that follows is based on this concept.
Atmospheric Pressure:
There is a thin layer of atmosphere surrounding the earth which is held in place by gravity. Although it is only 1/100 the diameter of the earth,
this film increases in density as it approaches the surface
of the earth. At the surface, the weight of the mixture
of mostly nitrogen (78%) and oxygen (21%) that we call "air" creates a pressure
on the surface of the earth that we measure at approximately 14.7 psia
(pounds per square inch absolute). This pressure
varies depending on your position and altitude and is reported by your local weather
service in "Inches of Mercury" rather than psia. The barometer (a means of
measuring atmospheric pressure) will be "29.95 and falling", for instance.
Absolute pressure = the difference between a referenced pressure and the absence of
pressure.
Gauge Pressure:
Pressure gauges, and most other pressure measuring devices, generally measure gauge pressure rather than absolute pressure.
In other words, a gauge not attached to any pressure source will show the
"gauge" pressure as "0" even though, as stated above, the
"absolute" pressure is actually 14.7 psia. In general, we are interested
in the difference between the atmospheric pressure and what
is in our compressor, so we want to know the "gauge pressure" of our tank or
compressor. Here is a new definition:
Gauge pressure = the difference between a referenced pressure and
atmospheric pressure.
In PSI units it should be referred to as PSIg but the g is generally assumed and left off. By convention,
measurements in psia always include the "a". As a rule, pressure gauges
read gauge pressure.
Vacuum:
If all this is true, what is a vacuum? A partial vacuum exists when a referenced
pressure is below atmospheric pressure. Vacuum readings increase as the referenced
pressure goes from atmospheric to absolute zero, or a full vacuum. A vacuum gauge at
rest reads zero and increases until it could read -14.7 psig or -30 (29.92) inches
of mercury if it were measuring a perfect vacuum. However, on earth, assuming an
atmospheric pressure of 14.7 psia, a full vacuum can never be more than -14.7 psig or -30
inches of mercury, because that is all the atmospheric pressure there is here. If
you pulled a vacuum on Uranus however.....
Differential Pressure:
For applications like filter monitors, we are also interested in differential
pressures or the difference between two measured pressures. Differential pressure
measurements are designated with the suffix -d so that in English units the pressure might
be measured in PSId. One more definition:
Differential pressure = the difference between two referenced
pressures.
So gauge pressure is actually as sort of differential pressure where one of the referenced
pressures is atmospheric pressure. Clear? I didn't think so.
Pressure Units:
There are a huge number of pressure units theoretically possible. Any force
over any area would be a pressure, so "Tons per Acre" would be valid but not
very useful. There are only a limited number that are generally used. The
Instrument Society of America as well as ISO have designated kPa as an international
standard. The world has yet to be impressed, so different scales are used in
different areas for different reasons. Here is a synopsis of the most prevalent:
| Unit |
Explanation |
Preferred by |
Std |
| PSI |
Pounds per square inch |
USA |
14.7 |
| Pa |
Pascal (Newton per square meter) |
ISO & ISA (low) |
101350 |
| kPa |
kiloPascal (1000 Pascals) |
ISO, ISA, Canada |
101.35 |
| MPa |
MegaPascal (1000 kiloPascals) |
Intl Hydraulics |
0.10135 |
| kg/cm2 |
kilograms per square centimeter |
Japan |
1.033 |
| Bar |
Bar |
Europe |
1.013 |
| Atm |
Atmospheres |
Scientists |
1.000 |
| IWC |
Inches of water column |
USA (low) |
407.2 |
| InHg |
Inches of Mercury |
USA (vacuum) |
29.92 |
| IWC |
Inches of water column |
USA (low) |
407.2 |
| OSI |
Ounces per square inch |
USA (low) |
235.2 |
| mmHg |
millimeters of Mercury |
Europe (vacuum) |
760 |
| mmWC |
millimeters of water column |
Europe (low) |
10343 |
|
For a good source of other conversion factors at a remote site click HERE
A pressure gauge senses these pressures and displays what
they are so a human can read them. Pressure gauges can be analog or digital or a
combination of both. By far most prevalent type is the mechanical analog type that
has been around for about 150 years. Around 1849, a Frenchman, Mr. Eugene Bourdon,
invented the bourdon tube pressure gauge which is used for
reading pressure ranges from 0-10 psi up to about 0-60000 psi and more. Instead of a
long explanation of how a bourdon tube gauge works here, visit this
remote page for a good
overview. Come back when you are done. Lower pressures, like 5 PSI down to 10
IWC (0.36 PSI) full scale, are generally read by diaphragm or
capsule gauges. In all these types, the linear motion
associated with changes in pressure is translated to the rotary motion of a pointer by the
gauge movement.
A pressure gauges is made up of the following parts:
1) The "pressure assembly". Usually soldered, brazed, or welded
together and made up of:
a) Socket - a bored out and
threaded barstock piece that accepts the sensing element
b) Sensing Element - Bourdon Tube
or Capsule
c) Tip - connected at the moving
end; closes the Bourdon tube and provides for link.
2) The "movement". Usually a rack and pinion geared assembly that
translates the linear
motion of the element
into the rotary motion of the pointer. It consists of
a) Link - a free moving piece that
links the tip to the sector
b) Sector - a "rack" gear
and fulcrum with a pivot point between the tip and the pinion
c) Pinion - a gear with center
shaft that attaches to the pointer
d) Plates - hold the gears
together, the dial on, and mounts to the socket
3) The "dial". Mounts to the plates and contains the pressure units and
graduations
4) The "pointer". Points to the appropriate pressure. We hope.
5) The "case". Holds and protects all the other parts in the assembly
6) The "lens". Acts as a clear cover so the operator can see the
pointer and dial.
Wetted Parts:
The three pieces that make up the pressure assembly, namely
the tip, tube, and socket, (TTS) are the only "wetted
parts". That means that these parts are "wetted", or touched by, the
fluid that the pressure gauge is measuring. Therefore, in the absence of a chemical seal, these parts MUST be chemically and mechanically
compatible with the measured media. Normally made of brass, stainless steel,
Monel®, or steel, the wetted parts are crucial to the safe operation of the pressure
gauge. The customer must be sure that the gauge he is ordering is compatible with
the media he wants to measure. Since we offer a few fixed materials only, the
customer must accept responsibility for insuring that his media is compatible with the
wetted parts offered. We cannot "recommend" a particular material for your
application but we will do our best to steer you away from combinations that we suspect
are not appropriate. The responsibility of knowing your media and it's chemical
compatibility's remains yours.
Accuracy:
Pressure gauge accuracy in the U.S. was governed by ANSI and now by ASME under the ASME
B40.1 guidelines. It is important that you understand how accuracy claims are made.
Linearity, repeatability, hysterisis, and temperature effects are all components of
accuracy. Bottom line, though, is that gauges are rated at plus or minus some
percentage of full scale and must be within those tolerances
everywhere on the dial no matter what the source of the inaccuracy. Full scale means
the highest pressure shown on the scale. On a 0-160 PSI gauge rated at 1% of full
scale, the gauge should be within 1.6 psi (1% of 160) at any point on the dial. So
if the 160 PSI gauge reads "dead on" 80 PSI, you only know that the pressure is
between 78.4 and 81.6, assuming the gauge is "in calibration". As you will
see below, grade B, and grade A gauges are given a designation X%-Y%-X% of full scale.
The X% applies to the first and last 1/4 of the scale and the Y% applies to the
middle half.
ASME B40.1 Grades (Except for B+, added for convenience)
| Grade |
Accuracy
(% of Full Scale) |
HJK Notes |
| 4A |
0.10% |
Precision Test Gauge |
| 3A |
0.25% |
Test Gauge |
| 2A |
0.50% |
Master & Process Gauge |
| 1A |
1.0% |
Instrument Gauges |
| A |
2%-1%-2% |
Quality Gauges |
| B+ |
1.5% |
Not an ASME grade! |
| B |
3%-2%3% |
Industrial Gauges |