Ancient Greek units of measurement varied according to location and epoch. Systems ofancient weights and measures evolved as needs changed;Solon and other lawgivers also reformed themen bloc.[citation needed] Some units of measurement were found to be convenient for trade within the Mediterranean region and these units became increasingly common to different city states. The calibration and use of measuring devices became more sophisticated. By about 500 BC, Athens had a central depository of official weights and measures, theTholos, where merchants were required to test their measuring devices against official standards.[citation needed]
Some Greek measures of length were named after parts of the body, such as theδάκτυλος (daktylos, plural:δάκτυλοιdaktyloi) or finger (having the size of a thumb), and theπούς (pous, plural:πόδεςpodes) or foot (having the size of a shoe). The values of the units varied according to location and epoch (e.g., inAegina apous was approximately 333 mm (13.1 in), whereas inAthens (Attica) it was about 296 mm (11.7 in)),[1] but the relative proportions were generally the same.
| Unit | Greek name | Equal to | Modern equivalent | Description |
|---|---|---|---|---|
| daktylos | δάκτυλος | 19.3 mm (0.76 in) | finger | |
| kondylos | κόνδυλος | 2 daktyloi | 38.5 mm (1.52 in) | knuckle |
| palaistē or dōron | παλαιστή,δῶρον | 4 daktyloi | 77.1 mm (3.04 in) | palm |
| dichas or hēmipodion | διχάς,ἡμιπόδιον | 8 daktyloi | 154.1 mm (6.07 in) | half foot |
| lichas | λιχάς | 10 daktyloi | 192.6 mm (7.58 in) | distance from thumb-tip to tip of outstretched index finger[2] |
| orthodōron | ὀρθόδωρον | 11 daktyloi | 211.9 mm (8.34 in) | straight hand's width |
| spithamē | σπιθαμή | 12 daktyloi | 231.2 mm (9.10 in) | span of all fingers |
| pous | πούς | 16 daktyloi | 308.2 mm (12.13 in) | foot |
| pygmē | πυγμή | 18 daktyloi | 346.8 mm (13.65 in) | forearm |
| pygōn | πυγών | 20 daktyloi | 385.3 mm (15.17 in) | distance from elbow to fist |
| pēchys | πῆχυς | 24 daktyloi | 462.3 mm (18.20 in) | cubit |
| Except where noted, based on Smith (1851).[3] Metric equivalents are approximate. | ||||
| daktylos | kondylos | doron | dichas | lichas | orthodoron | spithame | pous | pygme | pygon | pechus | royal pechus | |
|---|---|---|---|---|---|---|---|---|---|---|---|---|
| daktylos | 1 | 1⁄2 | 1⁄4 | 1⁄8 | 1⁄10 | 1⁄11 | 1⁄12 | 1⁄16 | 1⁄18 | 1⁄20 | 1⁄24 | 1⁄27 |
| kondylos | 2 | 1 | 1⁄2 | 1⁄4 | 1⁄5 | 2⁄11 | 1⁄6 | 1⁄8 | 1⁄9 | 1⁄10 | 1⁄12 | 2⁄27 |
| doron | 4 | 2 | 1 | 1⁄2 | 2⁄5 | 4⁄11 | 1⁄3 | 1⁄4 | 2⁄9 | 1⁄5 | 1⁄6 | 4⁄27 |
| dichas | 8 | 4 | 2 | 1 | 4⁄5 | 8⁄11 | 2⁄3 | 1⁄2 | 4⁄9 | 2⁄5 | 1⁄3 | 8⁄27 |
| lichas | 10 | 5 | 2+1⁄2 | 1+1⁄4 | 1 | 10⁄11 | 5⁄6 | 5⁄8 | 5⁄9 | 1⁄2 | 5⁄12 | 10⁄27 |
| orthodoron | 11 | 5+1⁄2 | 2+3⁄4 | 1+3⁄8 | 1+1⁄10 | 1 | 11⁄12 | 11⁄16 | 11⁄18 | 11⁄20 | 11⁄24 | 11⁄27 |
| spithame | 12 | 6 | 3 | 1+1⁄2 | 1+1⁄5 | 1+1⁄11 | 1 | 3⁄4 | 2⁄3 | 3⁄5 | 1⁄2 | 4⁄9 |
| pous | 16 | 8 | 4 | 2 | 1+3⁄5 | 1+5⁄11 | 1+1⁄3 | 1 | 8⁄9 | 4⁄5 | 2⁄3 | 16⁄27 |
| pygme | 18 | 9 | 4+1⁄2 | 2+1⁄4 | 1+4⁄5 | 1+7⁄11 | 1+1⁄2 | 1+1⁄8 | 1 | 9⁄10 | 3⁄4 | 2⁄3 |
| pygon | 20 | 10 | 5 | 2+1⁄2 | 2 | 1+9⁄11 | 1+2⁄3 | 1+1⁄4 | 1+1⁄9 | 1 | 5⁄6 | 20⁄27 |
| pechus | 24 | 12 | 6 | 3 | 2+2⁄5 | 2+2⁄11 | 2 | 1+1⁄2 | 1+1⁄3 | 1+1⁄5 | 1 | 8⁄9 |
| royal pechus | 27 | 13+1⁄2 | 6+3⁄4 | 3+3⁄8 | 2+7⁄10 | 2+5⁄11 | 2+1⁄4 | 1+11⁄16 | 1+1⁄2 | 1+7⁄20 | 1+1⁄8 | 1 |
| meters | 0.01926 | 0.03853 | 0.07706 | 0.15411 | 0.19264 | 0.21191 | 0.23117 | 0.30823 | 0.34676 | 0.38529 | 0.46234 | 0.52014 |
| Unit | Greek name | Equal to | Modern equivalent | Description |
|---|---|---|---|---|
| pous | πούς | 0.308 m (1.01 ft) | foot | |
| haploun bēma[4] | ἁπλοῦν βῆμα | 2+1⁄2 podes | 0.77 m (2.5 ft) | step |
| bēma,[3] diploun bēma[4] | βῆμα, διπλοῦν βῆμα | 5 podes | 1.54 m (5.1 ft) | pace |
| orgyia | ὄργυια | 6 podes | 1.85 m (6.1 ft) | fathom |
| kalamos, akaina or dekapous | κάλαμος, ἄκαινα, δεκάπους | 10 podes | 3.08 m (10.1 ft) | 10 feet |
| hamma | ἅμμα | 60 podes | 18.5 m (20.2 yd) | knot, link of a chain |
| plethron | πλέθρον | 100 podes | 30.8 m (33.7 yd) | 100 feet |
| stadion | στάδιον | 600 podes | 184.9 m (202.2 yd) | an eighth of a Roman mile |
| diaulos | δίαυλος | 2 stadia | 369.9 m (404.5 yd) | double pipe |
| hippikon | ἱππικόν | 4 stadia | 739.7 m (808.9 yd) | length of ahippodrome[5] |
| milion | μίλιον | 8 stadia | 1.479 km (1,617 yd) | Roman mile |
| dolichos[4] | δόλιχος | 12 stadia | 2.219 km (1.379 mi) | long race |
| parasanges, or league[6] | παρασάγγης | 30 stadia | 5.548 km (3.447 mi) | adopted fromPersia[4] |
| schoinos | σχοινός | 40 stadia | 7.397 km (4.596 mi) | adopted fromEgypt[4] |
| stage[6] | 160 stadia | 29.8 km (18.5 mi) | ||
| Except where noted, based on Smith (1851).[3] Metric equivalents are approximate. | ||||
| pous | bema haplun | bema diplun | orguia | akaina | hamma | plethron | stadion | |
|---|---|---|---|---|---|---|---|---|
| pous | 1 | 2⁄5 | 1⁄5 | 1⁄6 | 1⁄10 | 1⁄60 | 1⁄100 | 1⁄600 |
| bema haplun | 2+1⁄2 | 1 | 1⁄2 | 5⁄12 | 1⁄4 | 1⁄24 | 1⁄40 | 1⁄240 |
| bema diplun | 5 | 2 | 1 | 5⁄6 | 1⁄2 | 1⁄12 | 1⁄20 | 1⁄120 |
| orguia | 6 | 2+2⁄5 | 1+1⁄5 | 1 | 3⁄5 | 1⁄10 | 3⁄50 | 1⁄100 |
| akaina | 10 | 4 | 2 | 1+2⁄3 | 1 | 1⁄6 | 1⁄10 | 1⁄60 |
| hamma | 60 | 24 | 12 | 10 | 6 | 1 | 3⁄5 | 1⁄10 |
| plethron | 100 | 40 | 20 | 16+2⁄3 | 10 | 1+2⁄3 | 1 | 1⁄6 |
| stadion | 600 | 240 | 120 | 100 | 60 | 10 | 6 | 1 |
| meters | 0.30823 | 0.77057 | 1.54115 | 1.8494 | 3.0823 | 18.4938 | 30.823 | 184.94 |
The ordinary units used for land measurement were:
| Unit | Greek name | Equal to | Modern equivalent | Description |
|---|---|---|---|---|
| pous | πούς | 950 cm2 (1.02 sq ft) | square foot | |
| hexapodēs | ἑξαπόδης | 36 podes | 3.42 m2 (36.8 sq ft) | square six-foot |
| akaina | ἄκαινα | 100 podes | 9.50 m2 (102.3 sq ft) | rod |
| hēmiektos | ἡμίεκτος | 833+1⁄3 podes | 79.2 m2 (853 sq ft) | half a sixth |
| hektos | ἕκτος | 1,666+2⁄3 podes | 158.3 m2 (1,704 sq ft) | a sixth of a plethron |
| aroura | ἄρουρα | 2,500 podes | 237.5 m2 (2,556 sq ft) | field |
| plethron | πλέθρον | 10,000 podes | 950 m2 (10,200 sq ft) | |
| Except where noted, based on Smith (1851).[3] Metric equivalents are approximate. | ||||
Neck amphora depicting an athlete running thehoplitodromos by the Berlin Painter,c. 480 BC, Louvre. |
Greeks measured volume according to either solids or liquids, suited respectively to measuring grain and wine. A common unit in both measures throughout historic Greece was thecotyle orcotyla whose absolute value varied from one place to another between 210 ml and 330 ml.[1] The basic unit for both solid and liquid measures was theκύαθος (kyathos, plural: kyathoi).[4]
The Attic liquid measures were:
| Unit | Greek name | Equal to | Modern equivalent | Description |
|---|---|---|---|---|
| kochliarion | κοχλιάριον | 4.5 mL (0.15 US fl oz; 0.16 imp fl oz) | spoon | |
| chēmē | χήμη | 2 kochliaria | 9.1 mL (0.31 US fl oz; 0.32 imp fl oz) | ameasure[7] |
| mystron | μύστρον | 2+1⁄2 kochliaria | 11.4 mL (0.39 US fl oz; 0.40 imp fl oz) | Romanligula |
| konchē | κόγχη | 5 kochliaria | 22.7 mL (0.77 US fl oz; 0.80 imp fl oz) | shell-full |
| kyathos | κύαθος | 10 kochliaria | 45.5 mL (1.54 US fl oz; 1.60 imp fl oz) | Romancyathus |
| oxybaphon | ὀξυβαφον | 1+1⁄2 kyathoi | 68.2 mL (2.31 US fl oz; 2.40 imp fl oz) | Romanacetabulum |
| tetarton,[3] hēmikotylē[4] | τέταρτον, ἡμικοτύλη | 3 kyathoi | 136.4 mL (4.61 US fl oz; 4.80 imp fl oz) | Romanquartarius |
| kotylē, tryblion or hēmina | κοτύλη, τρύβλιον, ἡμίνα | 6 kyathoi | 272.8 mL (9.22 US fl oz; 9.60 imp fl oz) | Romancotyla orhemina |
| xestēs | ξέστης | 12 kyathoi | 545.5 mL (1.153 US pt; 0.960 imp pt) | Romansextarius |
| chous | χοῦς | 72 kyathoi | 3.27 L (6.9 US pt; 5.75 imp pt) | Romancongius |
| keramion | κεράμιον | 8 choes | 26.2 L (6.9 US gal; 5.8 imp gal) | Romanamphora quadrantal |
| metrētēs | μετρητής | 12 choes | 39.3 L (10.4 US gal; 8.6 imp gal) | amphora |
| Except where noted, based on Smith (1851).[3] Metric equivalents are approximate. | ||||

and the Attic dry measures of capacity were:
| Unit | Greek name | Equal to | Modern equivalent | Description |
|---|---|---|---|---|
| kochliarion | κοχλιάριον | 4.5 mL (0.15 US fl oz; 0.16 imp fl oz) | ||
| kyathos | κύαθος | 10 kochliaria | 45.5 mL (1.54 US fl oz; 1.60 imp fl oz) | Romancyathus |
| oxybaphon | ὀξυβαφον | 1+1⁄2 kyathoi | 68.2 mL (2.31 US fl oz; 2.40 imp fl oz) | Romanacetabulum |
| kotylē or hēmina | κοτύλη, ἡμίνα | 6 kyathoi | 272.8 mL (9.22 US fl oz; 9.60 imp fl oz) | Romancotyla orhemina |
| xestēs | ξέστης | 12 kyathoi | 545.5 mL (1.153 US pt; 0.960 imp pt) | Romansextarius |
| choinix | χοῖνιξ | 24 kyathoi | 1.09 L (2.3 US pt; 1.92 imp pt) | |
| hēmiekton | ἡμίεκτον | 4 choinikes | 4.36 L (1.15 US gal; 0.96 imp gal) | Romansemimodius |
| hekteus | ἑκτεύς | 8 choinikes | 8.73 L (2.31 US gal; 1.92 imp gal) | Romanmodius |
| medimnos | μέδιμνος | 48 choinikes | 52.4 L (13.8 US gal; 11.5 imp gal) | |
| Except where noted, based on Smith (1851).[3] Metric equivalents are approximate. | ||||
The basic unit of Athenian currency was theobol, weighing approximately 0.72 grams of silver:[9][10]

| Unit | Greek name | Equivalent | Weight |
|---|---|---|---|
| obol orobolus | ὀβολός | 1⁄6 drachma, 4 tetartemorions | 0.72 g (0.023 ozt) |
| drachma | δραχμή | 6 obols | 4.3 g (0.14 ozt) |
| mina | μνᾶ | 100 drachmae | |
| talent | τάλαντον | 60 minae |
Mass is often associated with currency since units of currency involve prescribed amounts of a given metal. Thus for example the English pound has been both a unit of mass and a currency. Greek masses similarly bear a nominal resemblance to Greek currency yet the origin of the Greek standards of weights is often disputed.[11] There were two dominant standards of weight in the eastern Mediterranean: a standard that originated inEuboea and that was subsequently introduced toAttica bySolon, and also a standard that originated inAegina. The Attic/Euboean standard was supposedly based on the barley corn, of which there were supposedly twelve to oneobol. However, weights that have been retrieved by historians and archeologists show considerable variations from theoretical standards. A table of standards derived from theory is as follows:[11]
Athenians measured the day bysundials and unit fractions. Periods during night or day were measured by awater clock (clepsydra) that dripped at a steady rate and other methods. Whereas the day in theGregorian calendar commences after midnight, the Greek day began after sunset. Athenians named each year after theArchon Eponymous for that year, and in Hellenistic times years were reckoned in quadrennial epochs according to theOlympiad.
In archaic and early classical Greece, months followed the cycle of the Moon which made them not fit exactly into the length of the solar year. Thus, if not corrected, the same month would migrate slowly into different seasons of the year. The Athenian year was divided into 12 months, with one additional month (Poseidon deuterons, thirty days) being inserted between the sixth and seventh months every second year. Even with thisintercalary month, the Athenian orAttic calendar was still fairly inaccurate and days had occasionally to be added by theArchon Basileus. The start of the year was at thesummer solstice (previously it had been at thewinter solstice) and months were named after Athenian religious festivals, 27 mentioned in the Hibah Papyrus, circa 275 BC.

| Month | Greek name | Gregorian equivalent |
|---|---|---|
| Hecatombaeon | Ἑκατομβαιών | June–July |
| Metageitnion | Μεταγειτνιών | July–August |
| Boedromion | Βοηδρομιών | August–September |
| Pyanepsion | Πυανεψιών | September–October |
| Maemacterion | Μαιμακτηριών | October–November |
| Poseideon | Ποσειδεών | November–December |
| Gamelion | Γαμηλιών | December–January |
| Anthesterion | Ἀνθεστηριών | January–February |
| Elaphebolion | Ἐλαφηβολιών | February–March |
| Munychion | Μουνυχιών | March–April |
| Thargelion | Θαργηλιών | April–May |
| Scirophorion | Σκιροφοριών | May–June |
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