Introduction to the metric system
The first recorded proposal for what is now known as the metric system was by John Wilkins, a Fellow of the Royal Society, in 1668. The metric system was further developed during the French Revolution to replace the various measures previously used in France. The metre (also spelled "meter" in some dialects of English) is the unit of length in the metric system and was originally based on the dimensions of the earth, as far as it could be measured at the time. The litre (also spelled "liter"), is the unit of volume and was defined as one thousandth of a cubic metre. The metric unit of mass is the kilogram and it was defined as the mass of one litre of water. The metric system was, in the words of French philosopher Marquis de Condorcet, "for all people for all time".
The metric system has names to cover different ranges of the same measure. Instead of using names based on the context of the measure, the metric system mainly uses names made by adding prefixes, such as kilo- or milli-, as decimal multipliers to the base unit names. Thus, one kilogram is 1000 grams and one kilometre is 1000 metres.
During the nineteenth century the metric system was adopted by both the world-wide scientific community and many countries as the system of measurement. It therefore became truly international. Until 1875 the French government owned the prototype metre and kilogram, but in that year the Convention of the metre was signed and control of the standards relating to mass and length passed on to a trio of inter-government organisations.
In 1960 the metric system was extensively revised to form the International System of Units, abbreviated to SI.
On the eve of the French Revolution, France had an estimated quarter of a million different units of measurement. In many cases the value of a unit differed from town to town and even from trade to trade even though they might have the same name. While certain standards, such as the pied du roi (the King's foot) had a degree of pre-eminence and were used by savants (scientists), many traders used their own measuring devices. This gave scope for fraud and hindered commerce and industry. The metric system was designed to replace this confusion with a radical new system with fixed values.
In England, Magna Carta in 1215 decreed that "there shall be one unit of measure throughout the realm", However, France  and the rest of Europe had a multitude of measurement units. The differences were like those between United States customary units and United Kingdom imperial units — that measure liquids - a US pint consists of 16 US fluid ounces while an imperial pint is 20 UK fluid ounces and the US fluid ounce is about 4% larger than the UK fluid ounce. Differences such as these were multiplied almost infinitely across Europe.
Between 1795 and 1800, during the French Revolution, and with the backing of Louis XVI, the system of weights and measures was totally reformed. The new system of measures had a rational mathematical basis and was part of the radical effort to sweep away old traditions and conventions and replace them with something new and better. The French philosopher, the Marquis de Condorcet, who was one of those entrusted by Louis XVI to overhaul the system of measurement, characterised the metric system as "for all people for all time".
The key units of the republican measures system were:
- The mètre - the unit of length, defined as one ten-millionth of the distance between the north pole and the equator on the meridian passing through Paris
- The are - for land area, defined as the area of a square with sides of length 10 metres
- The stère - for volume (particularly of stacked  firewood), defined as 1 cubic metre
- The litre - for dry and liquid volume, defined as the volume of a cube with sides of one-tenth of a metre
- The gramme - for weight, defined as the weight of a cube of pure water with sides of one-hundredth of a metre and at the temperature of melting ice.
Since it was not practical to realise the metre and kilogram, reference kilogram and metre artifacts, the metre des Archives and kilogramme des Archives were manufactured to meet these definitions as closely as possible. The modern metre is a refinement of the original artifact, but the kilogram is still waiting to be redefined.
The new system was not popular and people continued to use their customary measures. Napoleon recognised the value of a sound basis for a system of measurement but ridiculed the metric system. In 1812 he introduced the mesures usuelles, a modification of the metric measures for use in small retail businesses. These mesures usuelles used some older unit names but used the metre des Archives and the kilogramme des Archives as its basis for measurement. However, all government, legal and similar works still had to use the metric system and the metric system continued to be taught at all levels of education. This system survived in France until the metric system was reinstated for all purposes in 1840.
International metric system
The metric system developed as the understanding of science and in measuring techniques have advanced. In 1875 the Convention of the metre was signed and control of the metric system passed from France to a trio of inter-government organisations headed by the Conférence générale des poids et mesures (CGPM) and based in Sèvres, France. In 1960, at the 11th conference of the CGPM, the metric system was overhauled and the resultant system named "The International System of Units", (also known as "SI", an abbreviation Système international d'unités).
In this article, the term "SI" will be used to describe items that are specific to post-1960 developments, otherwise the term "metric system" will be used.
|SI units in everyday use|
The driving force behind the metric system was the need for a single, rational and universal system of weights and measures that could be used world-wide.
The names of the units of measure used in the metric system consist of two parts - a unit name (for example "metre", "gram", "litre") and an associated multiplier (for example "milli" meaning 1⁄1000, "kilo" meaning 1000). The result is that there are a variety of different named units available to measure the same quantity (for example 10 millimetres = 1 centimetre, 100 centimetres = 1 metre, 1000 metres = 1 kilometre). Each unit and each prefix has a symbol (not abbreviation) associated with it.
In 1861, during discussions about standardising electrical units of measure, Charles Bright and Latimer Clark proposed the units of measure be named, not in relation to what they are used for, or common objects, but after eminent scientists; with the electrical units of resistance, potential difference and capacitance being named the ohm, volt and farad in honour of Georg Ohm, Alessandro Volta and Michael Faraday respectively. This proposal had the support of William Thomson (Lord Kelvin) who had been instrumental in forming the Committee of Electrical Standards of the British Association for the Advancement of Science. The use of scientists' names for the naming of units of measure was subsequently extended for other units including the watt named after James Watt and the degree Celsius named after Anders Celsius.
|Metric prefixes in everyday use|
Historically, individual units evolved which were based on the size and context of what was being measured. These units could avoid the need to use large numbers of smaller units or small numbers of larger units for a measurement. These units were generally defined as a convenient multiple of a smaller unit and a convenient division of a larger unit. Thus, in pre-revolutionary France, the inch was divided into 12 lines and each line was subdivided into 12 points. Similarly, astronomers have introduced the light-year to describe large distances. The metric system on the other hand uses prefixes to denote multipliers of the one basic unit. For example the prefix "kilo" is used to denote a multiplier of 1000 — thus one kilometre is 1000 metres, one kilogram is 1000 grams, and one kilowatt is 1000 watts.
Each unit and each prefix in the metric systems has been allocated a unique symbol by the CGPM. Unlike abbreviations which are a contraction of the local word for the unit in question, and which can therefore differ from one language to another, SI symbols are a form of standardised mathematical notation to represent the units and are the same in any language (compare chemical symbols).
There are certain circumstances where abbreviations (as opposed to the SI symbols) are used, particularly where safety is concerned. One such instance is the use of "mcg" rather than "μg" to represent "micrograms" in the pharmaceutical industry.
|Non-SI everday units
for use with SI
There are three basic classes of units in SI:
- Base units such as the metre, kilogram, second. Base units are defined with great precision as they form the basis for all other metric units of measure.
- Derived units which are formed by operating on base units or combinations of base units and other derived units. For example a C# tuning fork vibrates 261.6 times per second and therefore has a frequency of 261.6 cycles per second or 261.6 hertz. In this instance "hertz" is a derived unit as it is automatically defined from the definition of the second. Other derived units might be built up from one or more base units.
- Non-SI units accepted for use within SI such as litre, hectare and tonne. The CGPM (the guardians of the SI) have recognised that numerous units of measure are used sufficiently widely and consistently around the globe that they warrant official recognition. Other such units are "minutes" and "hours". The CGPM have catalogued such units of measure and given them unique symbols to ensure that they are accorded the same consistency as are SI units. Thus, "kilometres per hour" is always written "km/h" even if the local word for "hour" does not start with an "h"; for example "hour" is written "uur" in Dutch, but Dutch speedometers show "km/h".
This article will not differentiate between these various classes of units, other than to make references to them as appropriate.
The metre is the base unit of length. Its name was derived from the Greek μέτρον καθολικόν (métron katholikón), "a universal measure". This word gave rise to the French mètre which was subsequently introduced into the English language.
Originally the metre was to have been one ten millionth of the distance between the North Pole and the equator. The French Academy of Sciences commissioned an expedition led by Jean Baptiste Joseph Delambre and Pierre Méchain, lasting from 1792 to 1799, which measured the distance between the Dunkerque belfry and Montjuïc castle, Barcelona to estimate the length of the meridian arc through Dunkerque (assumed to be the same length as the Paris meridian). This portion of the meridian was to serve as the basis for the length of the half meridian, connecting the North Pole with the equator. In 1799 a metre bar was manufactured based on results of this survey. Although the bar was subsequently found to be 0.02% shorter than it should have been, the metre has always been based on the length of the bar.
|1 km||0.621 miles
|The Mall (links Trafalgar Square and Buckingham Palace
Niagara Falls (Bank to bank)
|100 m||109 yd||Length of a gridiron football, association football (soccer) or rugby field
Length of four-coach train
|10 m||33 ft||Width of a tennis court (10.97 m)|
|Length of a baseball bat (maximum = 1.067 m)
Length of a cricket bat (maximum = 0.965 m)
|10 cm||4 in||Width of a man's palm|
|2⁄5 in||Width of an average acorn|
|1 mm||0.04 in||Thickness of denim cloth|
|100 μm||0.004 in||Thickness of a piece of photo-copier paper|
The SI unit of area is the square metre (m2), but when the metric system was first introduced in 1795, the unit of land measure was defined as the are, being 100 m2 (or the area equivalent to that of a square having sides of 10 m). This measure was only used in a few countries, but the hectare (100 ares or 10,000 m2), is a non-SI unit that has been catalogued as being acceptable for use with the SI and is in widespread use throughout the world. (A hectare is about 2.47 acres.)
The SI unit of volume is the cubic metre (m3) - the volume equivalent to the space occupied by a cube with sides of one metre. However, the litre, one of the oldest metric units, having been formally defined in 1795 as the volume occupied by a cube with sides of one tenth of a metre (making it equal to 0.001 m3, or 1 dm3) is in widespread use. The litre is not technically part of SI, but its use is sufficiently widespread that it is "accepted for use within SI".
SI distinguishes between mass and weight - mass being a measure of the amount of material contained in an object and weight the gravitational force on that object. We normally "weigh" objects by comparing the gravitational force on that object with the gravitational force on an object of known mass (such as a 1 kg "weight"). Although this concept was understood by ancient scientists (Archimedes' principle is based on it), the wording was only formalised in 1901.
The SI base unit of mass is the kilogram which was originally defined in 1795 as the mass of one litre of water at the temperature of melting ice (0 °C), though to ensure greater consistency of kilogram artefacts, and to create a practical physical realisation of the kilogram, a platinum artefact intended to have the mass of precisely 1 kg was manufactured and placed in the French Archives in 1799. This artefact was replaced by one of British manufacture in 1889 which then became, and is still (as of 2013), the definitive kilogram, although it is anticipated that the kilogram will be redefined in terms of fundamental physical constants in the near future, thus bringing it in line with the other SI base units.
The kilogram is dissimilar to the other SI base units in that it is expressed as a multiple of another unit (the gram) with a multiplier prefix ("kilo") added to it. A teaspoon holds about 5 grams of sugar which makes milligrams or in some case micrograms convenient units to measure medicine doses when they are dispensed in capsules. The ton, variously defined, had long been a customary unit of measure for large masses and in the mid-nineteenth century the metric ton (or tonne) of 1000 kg (i.e. equivalent to the megagram) was introduced. Although the tonne is not an SI Unit, its continued use in many countries has led to it being "accepted for use within SI".
(1 tonne, 1 metric ton)
0.984 long tons (UK)
1.102 short tons (US)
|A small motor car – typically powered by an engine of between 1.0 and 1.2 L|
|100 kg||15 st 11 lb (UK)
220.5 lb (US)
|A large man – about 15% of US Caucasian males exceed 100 kg|
|10 kg||22.05 lb||Average weight of a 12-month-old child|
|1 kg||2.205 lb; 2 lb 3 oz||One litre drink (excluding the weight of the container)|
|100 g||31⁄2 oz||Midway between a tennis ball (~58 g) and a cricket ball (~160 g) or a baseball (~145 g)|
|10 g||3⁄8 oz||A large coin
|1 g||15.4 grains||A paperclip; a plastic pen cap; two peanut seeds|
|Definitions of some metric units|
The degree Celsius (symbol: °C) came into use in its present form in 1744 when 0 °C was defined as the freezing point of water and 100 °C was defined as the boiling point of water, both at a pressure of one standard atmosphere.
Before 1948 the unit was known as "centigrade" from the Latin "centum" translated as 100 and "gradus" translated as "steps". However, in France and Spain, the word "centigrade" also meant 0.0001 of a right angle. To avoid confusion, the BIPM and other standards first referred to the degree centigrade as the "centesimal degree" but in 1948, the CGPM changed the name to "degree Celsius", in honour of the Swedish scientist Anders Celsius who first proposed a similar scale (though Celsius' scale had 0 and 100 switched around). However, they retained the symbol °C.
|Melting Point of dry ice (frozen CO2)||−78 °C||-108 °F|
|Melting point of ice||0 °C||32 °F|
|Normal human body temperature||37.0 °C||98.6 °F|
|Boiling point of water at standard atmospheric pressure||100 °C||212 °F|
When the metric system was first introduced in 1795, all metric units could be defined by reference to the standard metre or to the standard kilogram. In 1832 Carl Friedrich Gauss, when making the first absolute measurements of the Earth's magnetic field, needed standard units of time alongside the units of length and mass. He chose the second (rather than the minute or the hour) as his unit of time, thereby implicitly making the second a base unit of the metric system. The hour and minute have however been "accepted for use within SI".
During the 20th century it became apparent that the Earth's rotation was slowing down. This results in days becoming 1.4 milliseconds longer each century. It was verified by comparing the calculated locations of eclipses of the Sun with those observed in antiquity going back to Chinese records of 763 BC and Roman records of AD 484. The "sunrise" point of the eclipse on 14 January 484 was back-calculated and, using 20th century data, should have been close to Lisbon. Ancient records however record the "sunrise point" as being in the Ionian Sea, off the coast of Greece. This difference can be accounted for by assuming that the Earth is slowing down, and as a result a day in Roman times was a little over 0.02 seconds shorter than today.
Until the advent of the atomic clock, the most reliable timekeeper available to mankind was the Earth's rotation. It was natural therefore that the astronomers under the auspices of the International Astronomical Union (IAU) took the lead in maintaining the standards relating to time. In 1958, in anticipation of technology being able to measure the rate at which the Earth is slowing down, it was agreed that the second would be defined on the basis that in 1900 the Earth's average rotational speed gave an average day of exactly 60×60×24 = 86,400 seconds. Astronomers from the US Naval Observatory (USNO) and the National Physical Laboratory determined a relationship between the frequency of a specific colour of light emitted by an excited caesium-133 atom and the back-calculated rate of rotation of the Earth in 1900. Their value was adopted in 1968 by the 13th CGPM as being the definition of the second.
Science and technology
During the 19th century, the British Association for the Advancement of Science took the lead in standardising units of measurement used in science and technology across the globe. Under the leadership of men like James Clerk Maxwell and Lord Kelvin, the metric system was the system of choice. Some units that they developed are still in use today; others have been superseded.
Scientists and engineers subsequently developed many other units of measure, some of which were discarded with the coming of SI. Scientific and technical units of measure frequently encountered by the layman today include:
- Volt (V) - the unit of electrical potential difference (often called voltage). Household electrical power supplies are usually rated at either 110-115 V or 220-240 V.
- Pascal (Pa) - the unit of pressure - the air pressure in car tyres is typically around 200 kPa, equivalent to 200,000 Pa. The Earth's atmospheric pressure is about 100 kPa, and thus historically an alternative unit, the bar, was defined as 100 kPa. For weather forecasting, the hectopascal or millibar (both equivalent to 100 Pa) are widely used.
- Watt (W) - the unit of power. The watt is used in electrical, mechanical or any other contexts where power is measured. The imperial unit of power was the horsepower, which, ironically, was introduced by James Watt. Theoretically watts can be used anywhere that horsepower is used and vice versa. Watts and horsepower are related by the relationship 1 HP = 746 W.
- Joule (J) - the unit of energy. Energy is defined as the product of power and time, the joule being defined as watts × seconds. In many countries energy quantities are often expressed in kilowatt-hours (kW•h). Since there are 1000 watts in a kilowatt and 3600 seconds in an hour, there are 1000×3600 joules in a kilowatt-hour - i.e. kW•h = 3.6 MJ. (One megajoule = one million joules.)
- Hertz (Hz) - the unit of frequency - the number of times per second that some periodic phenomenon repeats itself - typically, the frequency of alternating current is either 50 Hz or 60 Hz (dependent on country), while a C# tuning fork will vibrate at a frequency of about 270 Hz.
- Calorie (cal) - a non-SI unit of energy that is still used in the food industry (which uses calories and kilocalories interchangeably to denote the kilogram-calorie, or 1000 small calories). The calorie was defined as the energy required to raise the temperature of one gram of water by 1 °C. Any measurement that uses calories can also use joules, using the conversion 1 cal = 4.18 J, or 1 Cal = 1 kcal = 4.18 kJ for the dietary ("large") calorie.
The metric system of measure was first given a legal basis in 1795 by the French Revolutionary government. Article 5 of the law of 18 Germinal, Year III (7 April 1795) defined five units of measure.
By 1870 the metric system had been adopted by most of the countries of Europe and on 20 May 1875 an international treaty known as the Convention du Mètre (Metre Convention) was signed by 17 to harmonise measurements between the states. Initially the treaty only provided for the coordination of length and mass, but in 1921 the treaty was extended to cover all types of measurement. The treaty established the following organisations to conduct international activities relating to a uniform system for measurements:
- Conférence générale des poids et mesures (CGPM) (English: General Conference on Weights and Measures), an intergovernmental conference of official delegates of member nations and the supreme authority for all actions. The CGPM meets approximately every four years. Changes to the metric system are usually ratified at these meetings.
- Comité international des poids et mesures (CIPM) (English: International Committee for Weights and Measures), consisting of selected scientists and metrologists, which prepares and executes the decisions of the CGPM and is responsible for the supervision of the International Bureau of Weights and Measures. The CIPM meets every year.
- Bureau international des poids et mesures (BIPM) (English: International Bureau of Weights and Measures), a permanent laboratory and world centre of scientific metrology, the activities of which include the establishment of the basic standards and scales of the principal physical quantities, maintenance of the international prototype standards and oversight of regular comparisons between the international prototype and the various national standards.
In 1889 sets of new international prototype metres and kilograms made from a 90% platinum, 10% iridium alloy were manufactured by the London firm Johnson Matthey and delivered to the CGPM who calibrated them against the 1799 prototype. One master copy and a set of working copies were retained by the BIPM and the rest distributed to member nations. At intervals of about 25 years each nation returned their copies for re-calibration against the master copies.
Since then the metre has been redefined in terms of the speed of light, but as of October 2013 the kilogram is still defined by the 1889 prototype.
In 1921 the mandate for the CGPM and its subsidiary organisations was extended to include the standardisation of all physical measurements including electrical measurements, time and temperature.
Writing metric units
To encourage consistent use of metric units in all countries, the SI standard published by the BIPM on behalf of the CGPM lays out rules for writing such units. Some organisations, such as the European Union, have incorporated these recommendations into their regulations. The standard allows the national language to be used when writing metric units in full. For example, this article, which is written in British English, uses "metre" and "litre" - in US English, these units are written "meter" and "liter"; the Greeks write "μέτρο" and "λίτρο" and the Russians write "метр" and "литр" respectively. The spelling "gramme" or "gram" are both acceptable in British English but in US English one should use "gram". All languages should however use the same symbol for any SI unit - kilometres per hour are always written "km/h" regardless of local script.
Both the symbols used for the prefix of a metric unit and the unit itself are case-sensitive. Prefixes representing multipliers up to and including "1000" (k) are written in lower-case letters and those above 1000 are written in upper-case letters. This is particularly important for some units of measure - for example a hearing aid requires about 1 mW (milliwatt) while the central air conditioning unit in a large office block might require 1 MW (megawatt).
The symbol for the unit name itself is written in lower-case letters unless the unit has been named after a person in which case the first letter is upper-case - thus watts and pascals have the symbols "W" and "Pa" respectively while metres and seconds have the symbols "m" and "s". However, an exception has been made in the case of the litre - since the letter "l" is easily confused with the number "1", the symbol for the litre may be either "l" or "L" - thus either "ml" or mL" may be used as the symbol for millilitres. The names of the units themselves are common nouns, not proper nouns, so in most languages using the Latin script they are written in lower-case unless there is a grammatical reason to do otherwise (such as being the first word of a sentence).
The standard has specified a number of other details in respect of writing metric units:
- There should be a space between a number and its unit - thus "three metres" should be written "3 m", not "3m".
- The decimal separator may be represented by either a dot or a comma depending on local usage - thus "3.1 m" and "3,1 m" are, as far as the standard is concerned, equally correct.
- Values less than 1.0 should always have a leading zero - one should write "0.5 kg", not ".5 kg" as the latter is easily confused with "5 kg".
- In order to prevent confusion between the use of commas and full stops, the thousands separators should be thin spaces - for example π = 3.141592653... .
- The symbol for a metric unit should not be followed by a full stop [period] as it is not an abbreviation, unless one is required for a grammatical reason such as at the end of a sentence.
- Symbols are the same for both singular and plural, thus "3 kg", not "3 kgs", the rationale being that the way in which plurals are denoted varies from language to language, and the easy confusion with the symbol "s" for second (e.g. does "kJs" denote kilojoules or kilojoule-seconds?)
- Symbols for composite units should be written with an interpunct (centred dot) or space between the symbols for the base units: the metre per second may be written as "m•s−1" or "m s−1", but not "ms−1" (as this would properly denote inverse milliseconds).
- It is permissible to write composite units with a slash to denote division (e.g. "m/s") but multiple slashes should not be used as that can produce ambiguities such as "kJ/mol/K" (in this case "kJ/(mol•K)" or "kJ•mol−1•K−1" would be correct).
- While they are not officially deprecated, the prefixes "centi", "deci", "deca" and "hecto" should be avoided in most circumstances: thus "100 m" should be preferred to "1 hm" or "10 dam". Except for a few units such as the centimetre, the hectopascal and the decibel, these prefixes are rarely encountered.
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- Rooney, Anne (2012). The History of Mathematics. Rosen Publishing Group. p. 65. ISBN 9781448873692.
An identical metric system to that eventually introduced in France was proposed in 1668 by Bishop John Wilkins, a founder of the Royal Society in England.
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- This EU directive denotes "kilometres per hour" by "km/h" in all languages used:
"Directive 2000/7/EC of the European Parliament and of the Council of 20 March 2000 on speedometers for two- or three-wheel motor vehicles and amending Council Directive 92/61/EEC on the type-approval of two- or three-wheel motor vehicles". Commission of the European Community. Retrieved 25 October 2012.
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- Jabbour, Z.J; Yaniv, S.L (2001). "The Kilogram and Measurements of Mass and Force" (PDF). J. Res. Natl. Inst. Stand. Technol. (National Institute of Standards and Technology (NIST) 106 (1): 25–46. doi:10.6028/jres.106.003. Retrieved 2011-03-28.
- International Bureau of Weights and Measures (2006), The International System of Units (SI) (PDF) (8th ed.), ISBN 92-822-2213-6
- The Council of the European Communities (2009-05-27). "Council Directive 80/181/EEC of 20 December 1979 on the approximation of the laws of the Member States relating to Unit of measurement and on the repeal of Directive 71/354/EEC". Retrieved 2009-09-14.
- See foreign language Wikipedia articles el:μέτρο, el:Λίτρο, ru:Метр and ru:Литр
- "gramme". Oxford English Dictionary (3rd ed.). Oxford University Press. September 2005. (Subscription or UK public library membership required.)
- Merriam-Webster Dictionary gramme