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Balances and Scales
Document Number: 121
Introduction
The history of balances and scales dates back to Ancient Egypt. A
simplistic equal-arm balance on a fulcrum that compared two masses was
the standard. Today, scales are much more complicated and have a
multitude of uses. Applications range from laboratory weighing of
chemicals to weighing of packages for shipping purposes.
To fully understand how balances
and scales operate there must be
an understanding of the difference between mass and weight.
Mass is a constant unit of the amount of matter an object
possesses. It stays the same no matter where the measurement is taken.
The most common units for mass are the kilogram and gram.
Weight is the heaviness of an item. It is dependent on
the gravity on the item multiplied by the mass which is constant. The
weight of an object on the top of a mountain will be less than the
weight of the same object at the bottom due to gravity variations. A
unit of measurement for weight is the newton. A newton takes into
account the mass of an object and the relative gravity and gives the
total force which is weight.
Although mass and weight are two different entities, the process
of determining both weight and mass is called weighing.
Balance
and Scale Terms
Accuracy: The ability of a scale to provide a result that is
as close as possible to the actual value. The best modern balances
have an accuracy of better than one part in 100 million when
one-kilogram masses are compared.
Calibration: The comparison between the output of a scale
or balance against a standard value. Usually done with a standard
known weight and adjusted so the instrument gives a reading in
agreement.
Capacity: Heaviest load that can be measured on the
instrument.
Precision: Amount of agreement between repeated
measurements of the same quantity. Also known as repeatability. Note:
A scale can be extremely precise but not necessarily be accurate.
Readability: Smallest division at which the scale can be
read. It can vary as much as 0.1g to 0.0000001g. Readability
designates the number of places after the decimal point that the scale
can be read.
Tare: Act of removing a known weight of an object,
usually the weighing container, to zero a scale. This means that the
final reading will be of the material to be weighed and will not
reflect the weight of the container. Most balances allow taring to
100% of capacity.
Types of Balances and Scales
Analytical
Balance - Most often found in a laboratory or places where extreme
sensitivity is needed for the weighing of items. Analytical balances measure
mass. Chemical analysis is always based upon mass so the results are not
based on gravity at a specific location which would affect the weight.
Generally capacity for an analytical balance ranges from 1 g to a few
kilograms with precision and accuracy often exceeding one part in 106
at full capacity. There are several important parts to an analytical balance.
A beam arrest is a mechanical device that prevents damage to the
delicate internal devices when objects are being placed or removed from
the pan. The pan is the area on a balance where an object is placed
to be weighed. Leveling feet are adjustable legs that allow the
balance to be brought to the reference position. The reference position
is determined by the spirit level, leveling bubble, or plumb
bob that is an integral part of the balance. Analytical balances are
so sensitive that even air currents can affect the measurement. To protect
against this they must be covered by a draft shield. This is a
plastic or glass enclosure with doors that allows access to the pan.
Equal Arm Balance/Trip Balance - This is the modern
version of the ancient Egyptian scales. This scale incorporates two
pans on opposite sides of a lever. It can be used in two different
ways. The object to be weighed can be placed on one side and standard
weights are added to the other pan until the pans are balanced. The
sum of the standard weights equal the mass of the object. Another
application for the scale is to place two items on each scale and
adjust one side until both pans are leveled. This is convenient in
applications such as balancing tubes or centrifugation where two
objects must be of the exact same weight.
Platform
Scale - A scale that uses a system of multiplying levers. It allows
a heavy object to be placed on a load bearing platform. The weight is
then transmitted to a beam that can be balanced by moving a counterpoise
which is an element of the scale that counterbalances the weight on the
platform. This form of scale is used for applications such as the weighing
of drums or even the weighing of animals in a veterinary office.
Spring Balance - This balance utilizes Hooke's Law which
states that the stress in the spring is proportional to the strain.
Spring balances consist of a highly elastic helical spring of hard
steel suspended from a fixed point. The weighing pan is attached at
the lowest point of the spring. An indicator shows the weight
measurement and no manual adjustment of weights is necessary. An
example of this type of balance would be the scale used in a grocery
store to weigh produce.
Top-Loading
Balance - Another balance used primarily in a laboratory setting.
They usually can measure objects weighing around 150-200 g. They offer
less readability than an analytical balance but allow measurements to
be made quickly thus making it a more convenient choice when exacting
measurements are not needed. Top-loaders are also more economical than
analytical balances. Modern top-loading balances are electric and give
a digital readout in seconds.
Torsion Balance - Measurements are based on the amount of
twisting of a wire or fiber. Many microbalances and
ultra-microbalances, that weigh fractional gram values, are torsion
balances. A common fiber type is quartz crystal.
Triple-Beam
Balance - A balance less sensitive than a top-loading balance.
They are often used in a classroom situation because of ease of use, durability
and cost. They are called triple-beam balances because they have three
decades of weights that slide along individually calibrated scales. The
three decades are usually in graduations of 100g, 10g, and 1g. These scales
offer much less readability but are adequate for many weighing applications.
Use and Care of Balances and Scales
A balance has special use and care procedures just like other
measuring equipment. Items to be measured should be at room
temperature before weighing. A hot item will give a reading less than
the actual weight due to convection currents that make the item more
buoyant. And, if your balance is enclosed, warm air in the case weighs
less than air of the same volume at room temperature.
Another important part of using a balance is cleaning. Scales are
exposed to many chemicals that can react with the metal in the pan and
corrode the surface. This will affect the accuracy of the scale.
Also, keep in mind that a potentially dangerous situation could
occur if a dusting of chemicals is left on the balance pan. In many
lab and classroom situations, more than one person uses a single scale
for weighing. It would be impossible for each person to know what
everyone else has been weighing. There is a chance that incompatible
chemicals could be brought into contact if left standing or that
someone could be exposed to a dangerous chemical that has not been
cleaned from the balance. To avoid damaging the scale or putting
others in danger, the balance should be kept extremely clean. A
camel's hair brush can be used to remove any dust that can spill over
during weighing.
Calibration is another care issue when it comes to scales. A scale cannot
be accurate indefinitely; they must be rechecked for accuracy. There are
weight
sets available that allow users to calibrate the scale themselves
or the scales can be calibrated by hiring a professional to calibrate
them on site.
The correct weight set needs to be chosen when calibrating a
scale. The classes of weight sets start from a Class One which
provides the greatest precision then to Class Two, Three, Four
and F and finally go down to a Class M which is for
weights of average precision. Weight sets have class tolerance
factors, and as a general rule, the tolerance factor should be greater
than the readability of the scale.
Class 1 provides the greatest precision and is used for
calibrating high precision analytical balances. Class 2 is
used for calibrating high precision top-loading balances. The
remaining classes utilize weights of decreasing precision. In fact,
calibration weights themselves often need to be re-certified depending
on the degree of accuracy required from the weighing instrument. Many
government and industry specifications require proof of accuracy. The
weights can change due to scratches, wear, accumulation of dirt and
atmospheric corrosion, thus reducing the accuracy of the set.
Commonly Asked Questions
| Q. |
What is readability? |
| A. |
The smallest division at which a scale can be
read. There are several ways of expressing readability.
| Numerical Decimal |
Number of Decimal |
Fractions |
| 0.1g |
1 place |
1/10 gram |
| .01 |
2 places |
1/100 gram |
| .001 |
3 places |
1/1000 gram |
| .0001 |
4 places |
1/10,000 gram (1/10 mg) |
| .00001 |
5 places |
1/100,000 gram (1/100 mg) |
|
| Q. |
What is the difference between accuracy
and precision? |
| A. |
Accuracy tells how close a scale gets to the real
value. An inaccurate scale is giving a reading not close to the real
value. Precision and accuracy are unrelated terms. A precise scale
will give the same reading multiple times after weighing the same
item. A precise scale can be inaccurate by repeatedly giving values
that are far away from the actual value. For instance a scale that
reads 5.2g three times in a row for the same item is very precise
but if the item actually weighs 6.0g the scale is not accurate. |
| Q. |
How often do I need to calibrate my scale? |
| A. |
A scale should be calibrated at least once a year.
It can be done using calibration weight sets or can be calibrated by
a professional. The readability of the scale will determine which
weight set will be appropriate for calibrating the scale. |
Sources for More Information
Analytical Chemistry, An Introduction. 5th Edition. Douglas
A. Skoog, West, Holler, Editors. Saunders College Publishing, Fort
Worth, TX. 1990.
For Good Measure: The Most Complete Guide to Weights and
Measures and Their Metric Equivalents. William D. Johnstone. NTC
Publishing Group: New York, New York. 1998.
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Please Note: The information contained in this
publication is intended for general information purposes only. This
publication is not a substitute for review of the applicable government
regulations and standards, and should not be construed as legal advice
or opinion. Readers with specific questions should refer to the cited
regulation or consult with an attorney.
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