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Before the French Revolution, which started in 1789, French units of measurement that were founded on the Carolingian system, introduced by the first Holy Roman Emperor Charlemagne (AD 800–814), which in turn were based on ancient Roman measures. Charlemagne brought a consistent system of measures across the entire empire. However, after his death, the empire fragmented and many rulers introduced their own variants of the units of measure.
Some of Charlemagne's units of measure, such as the pied du Roi (the king's foot) remained virtually unchanged for about a thousand years, while others, such as the aune (ell—used to measure cloth) and the livre (pound) varied dramatically from locality to locality. By the time of the revolution, the number of units of measure had grown to the extent that it was almost impossible to keep track of them.
History
Although in the prerevolutionary era (before 1795) France used a system and units of measure that had many of the characteristics of contemporary English units (or the later Imperial System of units), France still lacked a unified, countrywide system of measurement. Whereas in England the Magna Carta decreed that "there shall be one unit of measure throughout the realm", Charlemagne and successive kings had tried but failed to impose a unified system of measurement in France.^{[1]}
The names and relationships of many units of measure were adopted from Roman units of measure and much more were added – it has been estimated that there were seven or eight hundred different names for the various units of measure. Moreover, the quantity associated with each unit of measure differed from town to town and even from trade to trade to the extent that the lieue (league) could vary from 3.268 km in Beauce to 5.849 km in Provence. It has been estimated that on the eve of the Revolution a quarter of a million different units of measure were in use in France.^{[2]} Although certain standards, such as the pied du Roi (the King's foot) had a degree of preeminence and were used by savants, many traders chose to use their own measuring devices giving scope for fraud and hindering commerce and industry.^{[1]}
Tables of units of measure
These definitions use the Paris definitions for the couture of Paris,^{[3]} and definitions for other Ancien régime civil jurisdictions varied, at times quite significantly.
Length
The mediaeval royal units of length were based on the toise and in particular the toise de l'Écritoire, the distance between the fingertips of the outstretched arms of a man which was introduced in 790 AD by Charlemagne.^{[4]} The toise had 6 pieds (feet) each of 326.6 mm (12.86 in). In 1668 the reference standard was found to have been deformed and it was replaced by the toise du Châtelet which, to accommodate the deformation of the earlier standard, was 11 mm (0.55%) shorter.^{[5]} In 1747 this toise was replaced by a new toise of nearidentical length – the Toise du Pérou, custody of which was given to l'Académie des Sciences au Louvre.^{[6]}
Although the pouce (inch), pied (foot) and toise (fathom) were fairly consistent throughout most of prerevolutionary France, some areas had local variants of the toise. Other units of measure such as the aune (ell), the perche (perch or rood), the arpent and the lieue (league) had a number of variations, particularly the aune (which was used to measure cloth).^{[7]}
The loi du 19 frimaire an VIII (Law of 10 December 1799) states that one decimal metre is exactly 443.296 French lines, or 3 pieds 11.296 lignes de la "Toise du Pérou".^{[8]} Thus the French royal foot is exactly 9000/27 706 metres (about 0.3248 m).^{[9]}
In Quebec, the surveys in French units were converted using the relationship 1 pied (of the French variety, the same word being used for English feet as well) = 12.789 English inches.^{[10]} This makes the Quebec pied very slightly smaller (about 4 parts in one million) than the pied used in France.
Unit  Relative value (pieds) 
SI value 
Imperial value 
Notes  

point  ^{1}⁄_{1728}  ~0.188 mm  ~7.401 thou  ^{1}⁄_{12} of a ligne. This unit is usually called the Truchet point in English.  
ligne  ^{1}⁄_{144}  ~2.256 mm  ~88.81 thou  ^{1}⁄_{12} of a pouce. This corresponds to the line, a traditional English unit.  
pouce  ^{1}⁄_{12}  ~27.07 mm  ~1.066 in  ^{1}⁄_{12} of a pied du roi. This corresponds to the inch, a traditional English unit.  
pied du roi  1  ~32.48 cm  ~1.066 ft  Commonly abbreviated to pied, this corresponds to the foot, a traditional English unit. Known in English as the Paris foot (properly a separate, shorter unit), the royal foot, or French foot.  
toise  6  ~1.949 m  ~6.394 ft, or ~2.131 yd 
Six pieds du roi. This corresponds to the fathom, a traditional English unit. Unlike the fathom, it was used in both land and sea contexts. The Toise du Chatelet was introduced in 1668 and defined by an iron bar on the Grand Chatelet. This was replaced by the Toise du Perou in 1766.^{[11]}  
Paris  
perche d'arpent  22  ~7.146 m  ~7.815 yd  Related to, but not directly corresponding with, the English perch or rod (which is 16 ^{1}⁄_{2} feet, approximately threequarters of the French perche).  
arpent  220  ~71.46 m  ~78.15 yd  Ten perches.  
lieue ancienne  10 000  ~3.248 km  ~2.018 miles  This is an old French league, defined as 10 000 (a myriad) pieds. It was the official league in parts of France until 1674.  
lieue de Paris  12 000  ~3.898 km  ~2.422 miles  This league was defined in 1674 as exactly 2000 toises. After 1737, it was also called the "league of bridges and roads" (lieue des Ponts et des Chaussées).  
lieue des Postes  13 200  ~4.288 km  ~2.664 miles  This league is 2200 toises or 60 arpents. It was created in 1737.  
lieue de 25 au degré  ~13 692  ~4.448 km  ~2.764 miles  Linked to the circumference of the Earth, with 25 lieues making up one degree of a great circle. (Compare the international nautical mile, of which 60 make one degree; one lieue therefore equaling 2.4 nautical miles.) It was measured by Picard in 1669 to be 2282 toises.  
lieue tarifaire  14 400  ~4.678 km  ~2.907 miles  This league is 2400 toises. It was created in 1737.  
North America  
perche du roi  18  ~5.847 m  ~6.394 yd  This perch was used in Quebec and Louisiana  
arpent (du roi)  180  ~58.47 m  ~63.94 yd  Ten perches du roi.  
Local  
perche ordinaire  20  ~6.497 m  ~7.105 yd  This perch was used locally.  
arpent (ordinaire)  200  ~64.97 m  ~71.05 yd  Ten perches ordinaires. 
 The French typographic point, the Didot point, was ^{1}⁄_{72} of a French inch, i.e. two royal points. The French pica, called Cicéro, measured 12 Didot points or ^{1}⁄_{6} inch.
Area
Unit  Relative value (pieds carrés) 
SI value 
Imperial value 
Notes  

pied carré  1  ~1055 cm^{2}  ~1.136 sq ft  This is the French square foot.  
toise carrée  36  ~3.799 m^{2}  ~40.889 sq ft, or ~4.543 sq yd 
This is the French square fathom.  
Paris  
perche d'arpent carrée  484  ~51.07 m^{2}  ~61.08 sq yd  This was the main square perch in old French surveying. It is a square 22 pieds du roi on each side.  
vergée  12 100  ~1277 m^{2}  ~1527 sq yd  This is a square 5 perches on each side, or one quarter of an acre.  
acre, or arpent carré 
48 400  ~5107 m^{2}  ~6108 sq yd, or ~1.262 acres 
The French acre is a square 10 perches (one arpent) on each side. (Does not exactly correspond to the English acre, which is defined as 43 560 square feet.)  
North America  
perche du roi carrée  324  ~34.19 m^{2}  ~40.89 sq yd  This square perch was used in Quebec and Louisiana. It is a square 18 pieds du roi on each side.  
vergée (du roi)  8100  ~854.7 m^{2}  ~1022 sq yd  This is a square 5 perches du roi on each side.  
acre (du roi), or arpent carré 
32 400  ~3419 m^{2}  ~4089 sq yd, or ~0.8448 acres 
This acre is a square 10 perches du roi on each side. Certain U.S. states have their own official definitions for the (square) arpent, which vary slightly from this value.  
Local  
perche (ordinaire) carrée  400  ~42.21 m^{2}  ~50.48 sq yd  This square perch was used locally. It is a square 20 pieds du roi on each side.  
vergée (ordinaire)  10 000  ~1055 m^{2}  ~1262 sq yd  This is a square 5 perches ordinaires on each side.  
acre (ordinaire), or arpent carré 
40 000  ~4221 m^{2}  ~5048 sq yd, or ~1.043 acres 
This acre is a square 10 perches ordinaires on each side. 
Volume – liquid measures
Unit  Relative value (pintes) 
SI value 
U.S. value 
Imperial value 
Notes 

roquille  ^{1}⁄_{32}  ~29.75 ml  One quarter of a posson.  
posson  ^{1}⁄_{8}  ~119 ml  
demiard  ^{1}⁄_{4}  ~238 ml  ~0.5 pint  Etymologically, demi in French means "half": in this case, half a chopine, and – coincidentally – also approximately half a US pint.  
chopine  ^{1}⁄_{2}  ~476.1 ml  ~1 pint  ~0.84 pint  
pinte  1  ~952.1 ml  ~2.01 pint  ~1.68 pint  Although etymologically related to the English unit pint, the French pint is about twice as large. It was the main small unit in common use, and measured ^{1}⁄_{36} of a cubic pied du roi. 
quade  2  ~1.904 L  ~0.5 gallon  ~0.42 gallon  
velte  8  ~7.617 L  ~2.01 gallon  ~1.68 gallon  
quartaut  72  ~68.55 L  A quartaut is 9 veltes, or two cubic pieds du roi.  
feuillette  144  ~137.1 L  
muid  288  ~274.2 L  The muid is defined as eight cubic pieds du roi.  
cubic  
pouce cube  ^{1}⁄_{48}  ~19.84 ml  This is the French cubic inch.  
pied cube  36  ~34.28 L  This is the French cubic foot. In ancient times, a cubic foot was also known as an amphora when measuring liquid volume. 
Volume – dry measures
Unit  Relative value (boisseaux) 
SI value 
imperial value 
U.S. value 
Notes 

litron  ^{1}⁄_{16}  793.5 cm^{3}  0.1745 imp gal  0.1801 U.S. dry gal  ^{1}⁄_{4} of a quart. The litre is etymologically related to this unit. 
quart  ^{1}⁄_{4}  3.174 dm^{3}  0.698 imp gal  0.721 U.S. dry gal  ^{1}⁄_{4} of a boisseau. 
boisseau  1  12.7 dm^{3}  2.8 imp gal  2.9 U.S. dry gal  Although etymologically related to the English unit bushel, the French bushel is about one third the size. A boisseau was defined as ^{10}⁄_{27} of a cubic pied du roi. 
minot  3  38.09 dm^{3}  8.38 imp gal  8.65 U.S. dry gal  
mine  6  76.17 dm^{3}  16.76 imp gal  17.29 U.S. dry gal  
setier  12  152.3 dm^{3}  33.5 imp gal  34.6 U.S. dry gal  
muid  144  1.828 m^{3}  402 imp gal  415 U.S. dry gal  
cubic  
pouce cube  ^{1}⁄_{640}  ~19.84 cm^{3}  ~1.211 cu in  This is the French cubic inch.  
pied cube  2 ^{7}⁄_{10}  ~34.28 dm^{3}  ~2,092 cu in  This is the French cubic foot. Exactly 2.7 boisseaux. 
Mass
one quintal (100 livres) poids de table / poids de ville in  poids de marc equivalent (livres, approximations per source) 

Abbeville  93–94 
Avignon  83 
Beaucare  95 
Bordeaux  100 
BourgenBresse  96 
Dunkirk  87 
Lille  87–88 
Lyon  87 
Marseilles  81 
Montepellier  83 
Nancy  94–95 
Nantes  101–102 
la Rochelle  101–102 
Rouen (poids de vicomté)  103 
Strasbourg (petit poids)  96 
Toulouse  84 
nominal (marcs)  error in actual (grains) 

20  +1.4 
14  +4.5 
8  0.4 
4  2.1 
2  1.0 
1 (creux)  0.7 
1 (plein)  1.7 
Charlemagne's system had 12 onces (ounces) to the livre (pound).^{[14]} Between 1076 and 1093 King Philip I instituted a system of poids de marc (mark weight) used for minting coin, with 8 onces to a marc.^{[14]}
King Jean II constructed a new standard of measures, including a livre actuelle ("current" pound, also known as a livre de poids de marc or "mark weight" pound) of 2 marcs, i.e. 16 onces.^{[15]} The Charlemagne 12ounce livre became known as the livre esterlin ("true" pound) in order to distinguish it.^{[16]}^{[17]} "esterlin" was a Middle French word that did not survive into Modern French.^{[17]}
The livre actuelle could be subdivided into 2 demilivres (halfpounds), 4 quarterons, or 8 demiquarterons.^{[18]} Conversely, there were 100 livres in a quintal (c.f. English hundredweight).^{[18]} The fractional parts of an once had different names in Apothecary measure (used in medicine) and measure of precious metals, but the fractional ratios were themselves the same: 1 once was 8 drachme (Apothecary, c.f. English dram) or gros; 1 drachme/gros was 3 scruples (Apothecary, c.f. English scruple) or deniers, and 1 scruple/denier was 24 grains.^{[19]}^{[20]} This makes 384 deniers in a livre in weight measure, which contrasts with the old monetary livre in France which was divided into 240 deniers.^{[21]}
Jean II's standards are preserved in the Conservatoire Nationale des Arts et Métiers, which also holds a set of laterstill physical standards from the 15th century, the socalled pile de Charlemagne.^{[20]}^{[22]} This pile defined the weight of 50 marcs, i.e. 400 onces, and thus 25 livres actuelles, or 33^{1}⁄_{3} livres esterlins.^{[14]}^{[23]} It had been kept in the royal palaces originally.^{[24]} In 1540 King François I had transferred it to the Cour des monnaies, where it had been held in a cabinet with three locks, whose keys had been held separately by the president of the Cour, one of its counsellors, and a clerk.^{[24]}
The thirteen individual pieces that made up the Parisian pile de Charlemagne comprised an outer containing cylinder nominally weighing 20 marcs, and a set of hollow nesting cups within, topped with a filled weight as the smallest piece.^{[23]}^{[25]}^{[26]} The heaviest cups were nominally 14, 8, 4, and 2 marcs, subtotalling 48 marcs; followed by a nominally 1 marc hollow cup which was termed the marc creux (hollow mark); and followed by 6 further cups (4, 2, and 1 onces, and 4, 2, and 1 gros) with a final seventh filled 1 gros weight, all totalling 1 marc, which was termed the marc plein (filled mark).^{[23]}^{[25]}^{[27]}^{[26]}
Unfortunately, the weights were not consistent, with the marc plein not being the same weight as the marc creux, and neither being the same as a mean 1 marc weight determined from the weight of the whole pile.^{[23]}^{[27]} So when the time came to work out the conversion factors between these measures and the metric system, the whole pile was taken to define 50 Parisian standard marcs, and thus 230 400 grains (the number of grains in 50 marcs).^{[23]}Louis Lefèvre‑Gineau initially determined that the metric mass of the whole pile was 12.227 947 5 kg,^{[27]} later corrected to 12.2376 kg,^{[28]} thereby making (by division and rounded to three decimal places) a marc 244.753 g, a livre esterlin 367.129 g, and a livre actuelle 489.506 g.^{[19]}^{[29]} Hence further the (Parisian) once was 30.594 g, the gros/drachme was 3.824 g, the denier/scruple was 1.274 g, and the grain was 0.053 g.^{[18]}^{[16]}
However, the actual masses of the premetric measures were nowhere near even this simple.^{[30]} These were just the Parisian standards, and individual provinces, cities, and even guilds, all had their own reference physical standards, which were not checked against one another and which sometimes conflated esterlin and actuelle.^{[30]} For just some examples: the Marseille livre was 399.6 g, the Montpelier one 394.9 g, the Toulon one 465.5 g, and the Toulouse one 413.2 g; with all of the fractional subdivisions having different values accordingly.^{[31]} The Limoges marc was 240.929 g, the Tours one 237.869 g, and the Troyes one 250.050 g.^{[32]}
Furthermore, there were also livres comprising different numbers of onces to both the actuelle and esterlin, including livres of 14, 18, and 20 onces, confusing things yet further.^{[33]} The livre in the poids de table (table weight) systems used in Provence and Languedoc (and a common name for provincial weight systems in general alongside poids de pays, country weight, and poids de ville, town weight) was the same weight as 15 onces or even as low as 13 onces in the Parisian poids de marc,^{[34]}^{[35]}^{[36]}^{[12]} and the livre in the poids de soie (silk weight) system of Lyon was similarly just ^{15}⁄_{16} the weight of the Parisian livre.^{[37]}^{[12]} This caused an erroneous belief that these livres comprised 13, 14, or 15 onces, however this was a confusion stemming from the equivalent poids de marc weights, and both poids de table and poids de soie had 16 of their own, lighter, onces and so forth,^{[37]}^{[35]}^{[12]} Rouen had a poids de vicomté system.^{[12]}
See also
References
 ^ ^{a} ^{b} "History of measurement". Métrologie française. Retrieved 20110206.
 ^ Adler 2002, pp. 2–3.
 ^ See far: Droit couturier en France.
 ^ Rowlett.
 ^ Sabot 2000.
 ^ Février.
 ^ DarcyBertuletti 2005.
 ^ Débarbat.
 ^ This can be shown by noting that 27,706 × 16 = 443,296 and that 9 × 16 = 144, the number of lignes in a pied.
 ^ Weights and Measures Act, Schedule III
 ^ Nelson, Robert A. (December 1981). The Physics Teacher: 597. Missing or empty
title=
(help)  ^ ^{a} ^{b} ^{c} ^{d} ^{e} Expilly 1768, p. 712.
 ^ Harkness 1888, p. lix.
 ^ ^{a} ^{b} ^{c} Saigey 1834, p. 114.
 ^ Saigey 1834, pp. 114–115.
 ^ ^{a} ^{b} Saigey 1834, p. 116.
 ^ ^{a} ^{b} Blome, Stocking & Watts 1939, p. 30.
 ^ ^{a} ^{b} ^{c} Du Mersan 1833, p. 635.
 ^ ^{a} ^{b} Saigey 1834, p. 115.
 ^ ^{a} ^{b} Crease 2011, p. 73.
 ^ Garnier 1841a, p. 1356.
 ^ Morin 1864, p. 248.
 ^ ^{a} ^{b} ^{c} ^{d} ^{e} Zupko 1990, p. 116.
 ^ ^{a} ^{b} Savary & Savary 1742, p. 26.
 ^ ^{a} ^{b} Witthöft 2018, p. 249.
 ^ ^{a} ^{b} Daumas 1970, p. 207.
 ^ ^{a} ^{b} ^{c} Mongez & de La Métherie 1799, p. 171.
 ^ Doursther 1840, p. 427.
 ^ Garnier 1841a, p. 1355.
 ^ ^{a} ^{b} Crease 2011, p. 74.
 ^ Garnier 1841a, pp. 1355–1356.
 ^ Garnier 1841b, p. 1447.
 ^ Saigey 1834, pp. 116–117.
 ^ Guilhiermoz 1906, p. 402.
 ^ ^{a} ^{b} Peuchet 1801, poids de table.
 ^ Kelly 1811, p. 294.
 ^ ^{a} ^{b} Peuchet 1801, poids de soie.
Sources
 Adler, Ken (2002). The Measure of all Things—The SevenYearOdyssey that Transformed the World. London: Abacus. ISBN 0349115079.CS1 maint: ref=harv (link)
 Blome, Walter Henry; Stocking, Charles Howard; Watts, Edward Cecil (1939). Fundamentals of Pharmacy: Theoretical and Practical. Lea & Febiger.CS1 maint: ref=harv (link)
 Crease, Robert P. (2011). "France: 'Realities of life and labour'". World in the Balance: The Historic Quest for an Absolute System of Measurement. W. W. Norton & Company. ISBN 9780393082043.CS1 maint: ref=harv (link)
 DarcyBertuletti, Yvette (2005). "Tableau des mesures les plus courantes en usage dans le pays beaunois" [Table of the most widely used measurents in the Beaune locality] (PDF) (in French). Ville de Beaune. Retrieved 20110225.CS1 maint: ref=harv (link)
 Daumas, Maurice, ed. (1970). A History of Technology & Invention: The expansion of mechanization, 1725–1860. 2. Crown Publishers. ISBN 9780517520376.CS1 maint: ref=harv (link)
 Débarbat, Suzanne. "Fixation de la longueur définitive du mètre" [Establishing the definitive metre] (in French). Ministère de la culture et de la communication (French ministry of culture and communications). Retrieved 20110301.CS1 maint: ref=harv (link)
 Doursther, Horace (1840). "Pile de Charlemagne". Dictionnaire universel des poids et mesures anciens et modernes. Brussels: l ́académie.CS1 maint: ref=harv (link)
 Du Mersan (1833). "Livre (poids et monnaie)". Encyclopédie des gens du monde. Paris: Treuttel et Würtz.CS1 maint: ref=harv (link) (Encyclopédie des gens du monde at the Internet Archive)
 Expilly, JeanJoseph (1768). "Poids". Dictionnaire géographique, historique et politique des Gaules et de la France. Amsterdam: Desaint et Saillant.CS1 maint: ref=harv (link) (Dictionnaire géographique, historique et politique des Gaules et de la France at the Internet Archive)
 Février, Denis. "Un historique du mètre" (in French). Ministère de l'Economie, des Finances et de l'Industrie. Retrieved 20110310.CS1 maint: ref=harv (link)
 Garnier, Joseph (1841a). "Livre (poids)". In Guillaumin, M. (ed.). Encyclopédie du commerçant: Dictionnaire du commerce et des marchandises. 2. Paris: Guillaumin et Cie.CS1 maint: ref=harv (link) (Encyclopédie du commerçant at the Internet Archive)
 Garnier, Joseph (1841b). "Marc (poids)". In Guillaumin, M. (ed.). Encyclopédie du commerçant: Dictionnaire du commerce et des marchandises. 2. Paris: Guillaumin et Cie.CS1 maint: ref=harv (link) (Encyclopédie du commerçant at the Internet Archive)
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 Mongez, Jean André; de La Métherie, JeanClaude, eds. (1799). "Suite du rapport fait à l'Institut national des sciences et arts sur le mètre, etc". Journal de physique, de chemie, d'histoire naturelle et des arts. Paris: Bachelier. 49.CS1 maint: ref=harv (link)
 Morin, A. (1864). Catalogue des collections (4th ed.). Paris: Bourdier.CS1 maint: ref=harv (link)
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(help)CS1 maint: ref=harv (link)  Rowlett, Russ. "How Many? A Dictionary of Units of Measurement". Center for Mathematics and Science Education, University of North Carolina at Chapel Hill. Retrieved 20110228.CS1 maint: ref=harv (link)
 Sabot, Thierry (1 October 2000). "Les poids et mesures sous l'Ancien Régime" [The weights and measures of the Ancien Régime] (in French). histoiregenealogie. Retrieved 20110210.CS1 maint: ref=harv (link)
 Saigey, Jacques Frédéric (1834). "Système Français". Traité de métrologie ancienne et moderne: suivi d'un précis de chronologie et des signes numériques. Paris: Hachette.CS1 maint: ref=harv (link) (Traité de métrologie ancienne et moderne at the Internet Archive)
 Savary, Jacques; Savary, Philemon Louis (1742). "Étalon". Dictionnaire universel de commerce, d'histoire naturelle et des arts et metiers. Geneva: Les heretiers Cramer.CS1 maint: ref=harv (link)
 Witthöft, Harald (2018). "numerical Communication in Intercontinental Trade and Monetary Matters: Coins, Weights, and Measures in China and East Asia in Merchants' Picketbooks and Commercial Guides". In Theobald, Ulrich; Cao, Jin (eds.). Southwest China in a Regional and Global Perspective (c.1600–1911): Metals, Transport, Trade and Society. BRILL. ISBN 9789004353718.CS1 maint: ref=harv (link)
 Zupko, Ronald Edward (1990). "Beginning of Revolution in France". Revolution in Measurement: Western European Weights and Measures Since the Age of Science. American Philosophical Society. ISBN 9780871691866. ISSN 00659738.CS1 maint: ref=harv (link)
Further reading
 "Pile de poids de 50 marcs dite "pile de Charlemagne" et son écrin". Musée des Arts et Métiers.CS1 maint: ref=harv (link)
 Charbonnier, Pierre, ed. (1990). Les anciennes mesures locales du Midi méditerranéen, d'après les tables de conversion. ClermontFerrand: Presses universitaires Blaise Pascal. ISBN 9782877410649.CS1 maint: ref=harv (link)
 Lavagne, FrançoisG. (1971). "Étalons bisontins de poids et de mesure". Revue d'histoire des sciences. 24 (3): 213–232. doi:10.3406/rhs.1971.3211.CS1 maint: ref=harv (link)
 Cardarelli, François (2003). Encyclopaedia of Scientific Units, Weights and Measures: Their SI Equivalences and Origins. Springer Science & Business Media. pp. 79–83. ISBN 9781852336820.
 Palaiseau, JeanFrançoisGaspard (October 1816). Métrologie universelle, ancienne et moderne. Bordeaux: Lavigne jeune.CS1 maint: ref=harv (link) (Métrologie universelle, ancienne et moderne at the Internet Archive)