Intro

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The intro needs to be rewritten. For the moment it states that - in cm - 6 palms is larger than 7 palms. The inches and feet are most likely off too.

in its current form, the introductory mention of the Egyptian cubit states that it is longer than a normal forearm. The following statement about the "natural cubit" is hopelessly garbled, please see my comment below at "Hmnh?" where I suggest a tentative rephrasing. Foxpoet (talk) 02:56, 1 March 2011 (UTC)Reply

Metric Cubit?

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Any pointers to a reference to this? I've NEVER heard of this unit of measurement.

Stecchini http://www.metrum.org/measures/appendix.htm Most reference say cubit royal Egypt = 52.4 cm, cubit Egypt = 44.9 cm. foot Egypt = 29.9. Stecchini insists that those measures are 52.5, 45 and 30 cm exact. If he had just used the metric foot as a simple illustration, of what's going on, that would have been fine, but he insists these are the exact ancient Egyptian measures. — Preceding unsigned comment added by 2A02:C7D:B730:5800:E198:667F:9D35:D056 (talk) 21:47, 9 February 2019 (UTC)Reply

18/03/06 Egypitan royal and sumerian Nippur cubit.

1. I have appended information to the nippur cubit paragraph concering Petries observations. --Michael saunders 22:47, 18 March 2006 (UTC)Reply

2. reverted to old page after reading the rest of the material --Michael saunders 22:55, 18 March 2006 (UTC)Reply

15/3/06 request for clarification your Gudea foot should be half a cubit or 15 fingers of 498mm. See here for more information user:michael saunders and here for further clarification discusses various reports on the Gudea rule

Nippur Elle a fantasy.

9/1/06

Paul Martin wrote:

"However, surely other standards in other not conserved materials (wooden for example) must have existed long times before, because with the temple C in Uruk-Warka, periode Uruk IV, constructed in about 3500 BC the Nippur cubit measure was already used. At the moment, for this, I dispose only of secundary sources, but I will try to find out the first researches affirming it."

Well, lets wait till the evidence is forthcoming. It would have to be high quality as well, just measuring a single square building that looks as tho it might be built in those units is nowhere near enough. Speculation is what made such a mess of this subject in the first place. There is no way this thing is a standard. Its divisions are irregular, there are 2, then 3, then 10 etc...Its fantasy AFAIC. Rottlander is still working from pre-war diffusionist ideas. The use of fixed ratios is also fantasy. Steccini was the great supporter of this, and his ideas are now seen to be baseless. You need to understand the political context in which this bar was published.

7/1/06

Changes made again.

2750 is earlier than the so called Nippur cubit. 'used for millenia before this' (deleted) must be supported by at least some evidence. Where is the evidence?

4/1/06

Some changes made because the identification of the Nippur 'cubit' as a rule, let alone a standard, is highly questionable. The divisions are highly irregular, and the conclusions of the 19th and early 20th C metrologists concerning Mesopotamia are now known to have been seriously compromised by ideology. Any suggestion of connections between standards is also highly questionable, and the diagram should really also be deleted.

If this article is develop correctly, or as correctly as possible, all statements should be supported by a published reference, and directly related to surviving physical artefacts or an extant text.

Otherwise the erroneous conclusions of the early metrologists are simply being repeated for posterity.

D


Hi User:80.44...
I didn't see your talk-page contribuation before Jan. 8th. Then I didn't have the time to reply.
You wrote: "2750 is earlier than the so called Nippur cubit". About 2750 BC is the date of the Old Royal cubit "estabished from surviving architectural evidence". In opposition to the NE of about 2650 BC (~2800 BC according to Rottländer) is the first "graduated copper bar cubit". That's a difference! You also wrote: "the identification of the Nippur 'cubit' as a rule [...] is highly questionable." I never heard someone to contest it. Do you have sources they did? You wrote: The NE specimen "divisions are highly irregular." I'm not according. You must have in mind that's the very first graduated ruler man made, at least – of course – the first one which is preserved. So, if you take the incontested main measure of this stick, i.e. about 51.8 cm. So the Nippur digit of this specimen (not to confound with the general measure Nippur Ell. Even if in it's time and at Uruk where it was found it was surely a kind of standard, or you think someone made a more than 45 kg weighting graduated copper bar "just for fun"?) measured 51.8/30 = 1.72,6, cm.
As like you can see here the length over all was 110.35 cm: 110.35/1.72,6, = 63.91 digits instead of 64 digits, 99.86 %. Not so bad for a more than 4.5 millenia old first length standard in humankind history! The other carried measures are respectively, always in digits: 14.83 instead of 15.00, then (the worst small measure) 3.88 vs. 4.00, then 12.13 vs. 12.00, then 13.99 vs. 14.00, then 3.91 vs. 4.00, then 3.07 vs. 3.00, then at last 12.10 vs. 12.00. Admittedly, if you compare this to our laser guided modern production, it's horribly imprecise. And even in Greek and Roman ancient times, they worked much more accurately. But we must have respect as regards to these pioneers in metrology. However, surely other standards in other not conserved materials (wooden for example) must have existed long times before, because with the temple C in Uruk-Warka, periode Uruk IV, constructed in about 3500 BC the Nippur cubit measure was already used. At the moment, for this, I dispose only of secundary sources, but I will try to find out the first researches affirming it.
Without doubt both the Nippur cubit and the Salamis cubit 28/30 NE were used long times before the Old Royal cubit. From this one, as I know, outside the "architectural evidence", we havn't any graduated rule. The very beautiful and very good worked Egyptian rules in the museums are all posterior, thus they used the (New) Royal cubit and not the ORC.
You also wrote: "The conclusions of the 19th and early 20th C metrologists concerning Mesopotamia are now known to have been seriously compromised by ideology." Surely, in the most cases your statement is applicable. Even for the newer Rottländer works in several aspects and concerning about five or six points I have serious objections against his conclusions or affirmations. However, excepting these criticable, critic worthy points, the rest of this works is now seen, not only by me, but also by the most other colleagues as the actual standard theorie. (The doubtful points are meanly: the so-called megalithic yard, the sumerian pendular measure and meso-american phantasy-diffusionism.) But for the rest, it seems clear that the ancient measures in the Fertile Crescent and in Mediterranean Basin are related by now identified, clearly established, plain ratios.
At last, you have to take into consideration, that in ancient times integer ratios – decimal fractions didn't exist, because the positional decimal system was not yet invented – were the only way to compare different measures. Therefore, attestable, also the ancient metrologists like Heron and others, always reasoned in "ratio relationships".
So long, Paul Martin 17:22, 16 January 2006 (UTC)Reply

Older discussions

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Length of the Old Royal cubit

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20.6 inches equals one cubit.

Isn't this what the article states? Ian Cairns 01:48, 29 Dec 2004 (UTC)
Rktect 8/13/05
No, not at all.
Some really basic objections:
1.) There are many different cubits
2.) used by many different cultures
3.) in many different periods.
4.) Some are defined according to a strict standard of measure
5.) some are defined by body measure
6.) some are defined as divisions of the side of a field
7.) The base measure varies so that there are cubit systems
8.) based on fingers, digits, dj and sheshi
9.) based on uban and rule of thumb
10.) based on palms, hands, fists, spans and quarters
11.) based on feet, remen, ordinary cubits, great cubits and ni bw or ells
12.) A Mesopotamiand cubit would be divided into hands.
13.) Three hands would be a foot and four hands an ordinary cubit
14.) Depending on where and when you are talking the finger unit
could be a little finger of 15 mm, a ring finger of 16.67 mm,
an index finger of 17.67 mm a first finger of 20 mm or a thumb of 25 mm.
15.) A hand could thus be anywhere from 60 mm to 100 mm
16.) An foot could thus be anywhere from 180 mm to 300 mm
17.) An ordinary remen would be a foot plus a hand or 4 hands = 400 mm
18.) An ordinary remen would be a foot plus 2 hands or 5 hands = 500 mm
19.) A Great Cubit would be a foot plus 3 hands or 6 hands = 600 mm = 2 ft.


20.) An Egyptian cubit would be divided into palms.
21.) Four palms would be a foot and five palms an ordinary cubit
22.) The finger unit or dj is always 18.75 mm
23.) every one finger increase has its own unit name.
24.) A palm four fingers or dj = 75 mm
25.) An foot is 4 palms = 300 mm
26.) A remen is a foot plus a palm or 5 palms = 375 mm
27.) An ordinary cubit is a foot plus 2 palm or 6 palms = 450 mm
28.) A Great Cubit would be a foot plus 3 palms or 7 hands = 525 mm
29.) A Ni bw or elle is literally 2 feet or 600 mm
30 To those you can add the cubits of the Greeks, Romans and English
31 The English cubit is retained as the diamond mark on a Stanley tape measure

That last item is interesting as it documents a system of board measure and cloth measure that link to a foot of 12.8 inches and a remen of 15" and a yard of 38.4" as well as the cubit of 19.2". Rktect 13:53, 7 October 2005 (UTC)Reply

The ancient Sumerian/Egyptian/Hebrew royal cubit was 7 palms x 4 fingers = 28 digits. (Standard cubits were 6 palms.) The 7 palms x 4 fingers symbolized the 4 lunar phases of roughly 7 days (~7.4 days) each. Excluding the dark New Moon, there are 28 days of light in the 29.53 day lunar 'moonth'. 2601:589:4705:C7C0:5C5C:C895:C9BA:D61 (talk) 14:29, 12 September 2016 (UTC)Reply

The Stanley "cubit"

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Comment to the above: Carpenters seem to believe that the diamonds on the Stanley tape measures were put there as aids for finding the right truss spacing using plywood sheets [1] [2] [3]. But now rktect tells us that Stanley put them there as proof of existence of the English cubit! Will this never end? -- Egil 16:18, 7 October 2005 (UTC)Reply


"longtime puzzle by mark996 on 04/22/05 at 18:22:44 I hate to admit that I've been a carpenter for 30 years or more and I've never found out those mystery marks on most all tape-measures. It seems that there's an arrow every 19 3/16 + inches. Can anyone please make me look foolish and solve this riddle. Thank you Mark996 "

clearly Mark996, a carpenter with 30 years experience, doesn't know what the mark is doing there

"Re: longtime puzzle by Robert Fogt on 04/23/05 at 02:45:15 This is used when laying out engineered floor trusses that are 3-1/2" thick, there are six trusses or five spaces per 8' piece of subfloor. The red diamond at 16" is for wall studs, the black diamond at 19 3/16 is for trusses. I know Stanley uses diamonds, while other brands may use arrows or just different colored marks."

Robert is taking a guess. In fact the ratio can be used to save on materials in walls floors or roofs.

I didn't say that Stanley put them there as proof of the cubit but rather that they are a vestigal remainder of an earlier system.

There are four marks on a Stanley tapemeasure commonly used for framing, 1', arrows at 16" diamonds at 19.2" and 2' marks. In modern modular systems most carpenters will use the arrows at 16" about 90 % of the time, (studs 16" OC) but all four marks have framing applications and allow a series of 4' x 8' sheets of plywood to repeatedly land on a stud, joist or rafter. Plywood is always laid so that its long dimension is perpendicular to the framing so while a sheet of plywood will span 8 bays and 9 framing members at 1'-0" OC, it will span 6 bays and 7 joists at 16" OC and 5 bays and 6 joists at 19.2" and 4 bays and 5 joists at 2'-0" OC. Plywood is designed so that if a sheet 1/2" thick will take the load for 16" OC, generally 5/8 or 3/4 will take the load for 19.2" OC. Thus there is a trade off that at a slight extra expense for the plywood, and some labor involved in cutting insulation, 1 stud, joist or rafter may be eliminated.

Just in case you wondered Egil, the diamond mark has been on Stanley tape measures since before Engineered trusses existed and if you think its there just for engineered trusses ask yourself why it isn't found on other tape measures such as Lufkin that framing carpenters use. Rktect 20:14, 7 October 2005 (UTC)Reply

The Egyptian remen was borrowed by the Romans. Whether divided into palms or hands the cubit allows a 3/4/5 triangle to be constructed. In hands its a foot/remen/cubit. In palms its a quarter/foot/remen. What Paul refers to as the Roman construction remen is one of the oldest and most useful mathematical relationships known. Its still used by carpenters today to square corners. Federal Street 01:17, 22 October 2005 (UTC)Reply

Wrong on both points. Gillings show that the relationship between both Egyptian units and the Roman unit is inexact, such as might be expected from three units all representing the human forearm. Egyptian use of the 3/4/5 triangle is conjecture. Septentrionalis 23:47, 23 October 2005 (UTC)Reply

Cubit relations to the remen

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Paul, to educate those who refuse to read references can we put together a list of credible online references to remen and cubits that we both agree on. I can find them easily in print, but a lot of what I find online is either dumbed down or speculative. My preference would be primary sources like Herodotus, [Vitruvious],[proportions], Ptolemy or well credentialed, well known discussions such as Gardiner, Gillings, IE Edwards. Who do you like? Federal Street 23:28, 23 October 2005 (UTC)Reply

I don't find this--
Old Egyptian geometers could calculate the square root of two from the value of the hypotenuse of a Cubit. This well-attested old Egyptian unit was known as the "construction remen" and used a good approximation: 2×20/28 ≥ root 2.
--especially comprehensible. What does "the hypotenuse of a cubit" mean? A cubit is a linear measure, not a triangle. Are we trying to say that the Egyptians discovered that a right triangle with a hypotenuse of 28 units had legs of (approximately but not exactly) 20 units? If so, that discovery hardly constitutes "calculating" the square root of two. And what's with the greater-than-or-equal-to sign? 40/28 is definitely greater than the square root of two, not greater-or-equal. 65.213.77.129 (talk) 15:20, 16 September 2009 (UTC)Reply

16-palms-cubit = 1.2 cm ?

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"cubits of 8 palms, ~60 cm or 24 inches, like cubits of 9 palms, ~67.5 cm or 27 inches. From the late Antiquity a Roman 16-palms-cubit (ulna ~1.20 cm) is as well attested"

Is this supposed to be 1.2 meters? Kernow 15:55, 30 March 2006 (UTC)Reply

The Bible Cubit?

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When the Bible makes references to distances in cubits (particularly in Revelation), which version of the cubit is it referring? --Malebolge LX 17:06, 2 April 2007 (UTC)Reply

Nobody knows. Presumably it's the fingertip-to-elbow cubit, but it might be a wrist-to-elbow cubit, or even a fingertip-to-opposite-elbow cubit. --Carnildo 19:54, 2 April 2007 (UTC)Reply

The construction of the Bronze Sea (1 Kings 7:23-26) provides a window into the measure of a cubit, since the volume is 2000 baths. The walls were sloped, since it was shaped like a lily, so a frustum of a cone suffices for an approximation, since an approximation for a bath of about 22 liters was used.

A cubit works out to be about 19.27" [4] This is an elbow to fingertip measurement. Mine is about 19.265" (19¼+1/64") --No938 (talk) 03:37, 21 July 2008 (UTC)Reply


hunh?

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The sentence beginning "The distance between thumb and another finger to the elbow on an average person and measures about 24 digits..." doesn't scan. What is meant by this? Herostratus (talk) 05:36, 30 December 2007 (UTC)Reply

Maybe whoever wrote it meant the cubit is measured as the distance between the thumb (or any finger) to the elbow of an average person. But maybe not. Good question, Herostratus. —Preceding unsigned comment added by JGC1010 (talkcontribs) 01:25, 20 January 2008 (UTC)Reply

I had the same question, especially since I have very average modern proportions and I couldn't find any approximation that fit. My best guess is that it is a garbled reference to the palm unit. I am a wiki neophyte, but my suggested revision is:

"In an average person, the distance across the hand between the index and little finger is related to the the length of the forearm at a ratio of about 6:1, or 24 digits. This anthropomorphic measure, typically about 18 inches (46 cm), is sometimes referred to as a "natural cubit," used in classical times as a practical method of measurement."
FAR be it from me to mess with this page, it's an emotional issue. Anyone braver than me that wishes to post my interpretation of the garbled text is welcome to. Foxpoet (talk) 02:45, 1 March 2011 (UTC)Reply


The Ark

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I've removed:

"The ark was measured as 300 cubits long, 50 cubits wide and 30 cubits high. Using an 18-inch cubit, as noted at the start of the article, this would make the ark about 450 feet long, 75 feet wide and 45 feet high, these shipbuilding dimensions were reached in the 19th Century (when the Great Eastern was built)."

Primarily because it was just tacked on to the bottom of a section and really needed to be put somewhere else. However, I have a few problems with it.

  • "Using an 18-inch cubit" is OR. I'd like to see a reference to an expert speculating on the lenght rather than a guess (X says the most likely lenght of a cubit used in Genesis was ... making the ark...). If we can't find a reference I'd prefer to see "The ark was measured as 300 cubits long, 50 cubits wide and 30 cubits high, however which lenght of cubit was used it unknown."
  • And the whole shipbuilding sentence seems contextually unsound. Maybe "these shipbuilding dimensions were not reached until the 19th Century (when the Great Eastern was built)." if that's what it's trying to say.

Duggy 1138 (talk) 05:00, 14 July 2008 (UTC)Reply

Noah's Ark being measured at "300 cubits long, 50 cubits wide and 30 cubits high" (Genasis 6:15 - King James Version) is history's most well-known example of cubits and must be stated as such in this article. 73.85.204.160 (talk) 17:17, 12 February 2019 (UTC)Reply

Biblical Cubit

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The measure, cubit, can be found looking at the volume of the Bronze Sea (1Kings 7:23-26).

The number of cubits3 can be determined from the wall taper and the volume of baths given.

Taken beyond significant digits, I find 19.269516 inches to be a cubit, which is elbow to tip of middle finger.

Check the calculations and references here. [5] --No938 (talk) 14:05, 24 May 2009 (UTC)Reply

Hi, the link you gave is no longer valid, and the site is no longer there. Can you give another link? Thanks! Misty MH (talk) 15:40, 29 July 2013 (UTC)Reply


Thai cubit

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Quantum Cubit

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(This is by the user Cartref) The quantum cubit is a unit of a quantum brain. To understand this, let's go to binary. Binary is a system of 1s and 0s. In computers, binary switches are used as 'gateways' to put different bits of information on different tracks of the computer. The 'gateways' are called bits. BUT, with a quantum computer, because quantum means 'in two places at once', a quantum bit (called a cubit) can be 1 and 0 at the same time! This means, if the bits travel in clumps, to process fast (in a normal computer, this would clog up the system), then in a literal instant, they would be sorted! So, a computer of 32 quantum cubits would be much, much faster than a normal computer the size of a large garden pond!

Cartref: Please refer to the term Qubit, with a "Q." It is a portmanteau of "quantum" and "bit," completely unrelated linguistically to the old unit of measure. Foxpoet (talk) 02:45, 1 March 2011 (UTC)Reply

Unreferenced material

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This article seems to have a lot of unreferenced material. It's been tagged since April as needing inline citations. Unless anyone objects, I plan to start removing unreferenced stuff in the next couple of days, adding it here for reference and discussion. Then, once each bit is properly sourced, it can go back into the article. Does that make sense? Oh, will anyone mind if I switch the references to list-defined at the same time? Justlettersandnumbers (talk) 01:03, 20 September 2011 (UTC)Reply

Unreferenced material from the article

[ ... ], especially for measuring cords and textiles, but also for timbers, stone and volumes of grain.

[ ... ], but it was rather longer than any actual forearms. [ ... ]

The distance between thumb and another finger to the elbow on an average person measures about 24 digits or 6 palms or 45 cm (18 inches.) This cubit is sometimes referred to as a "natural cubit"[citation needed] of 1½ feet and was used in the Roman system of measures and in different Greek systems.

[ ... ], i.e. ~45.0 cm or 18 inches (1.50 ft) [ ... ]

  • 8 palms  =  32 digits, i.e. ~60.0 cm or 24 inches (2.00 ft)
  • 9 palms  =  36 digits, i.e. ~67.5 cm or 27 inches (2.25 ft)

From late Antiquity, the Roman ulna, a four-foot cubit (about 120 cm) is also attested. This length is the measure from a man's hip to the fingers of the outstretched opposite arm.

The English yard could be considered to be a type of cubit, measuring 12 palms, ~90 cm, or 36 inches (3.00 ft). This is the measure from the middle of a man's body to his fingers, always with outstretched arm. The English ell is essentially a kind of great cubit of 15 palms, 114 cm, or 45 inches (3.75 ft).

Header:The Egyptian royal cubit and Sumerian Nippur cubit

[ ... ], although this does not agree with more secure evidence from the statues of Guduea from the same region. A 30-digit cubit known as a kus was nevertheless known from the 2nd millennium B.C., with a digit-length of about 17.28 mm (more than 0.68 inch).[citation needed]

Header:Other important cubits

  • The Roman cubitus is a six-palm cubit of about 444.5 mm. Twenty-four Roman cubits ≈ thirty-five English feet, so the Roman cubit is about 17.5 inches or 444.5 mm.
  • The Greek pēchys (πῆχυς) was also a 24-digit cubit. So, the kyrēnaikos pēchys ("Cyrenaican cubit") measured about 463.1 mm and the metrios pēchys ("middle cubit") about 474.2 mm; respectively roughly 2524 and 1615 Roman cubits. Other Greek cubits based on different digit measures of other city-states are less important. The Greek 40-digit-measure, called bēma, corresponds to the Latin gradus, the step or half-a-pace.
  • The Arabic Hashimi cubit of about 650.2 mm (25.6 inches) is considered to measure two French feet. Since the established ratio between the French and English foot is about 16 to 15, one can give following equation:  5 Hashimi cubits ≈ 10 French feet ≈ 128 English inches. Also the length of 256 Roman cubits and the length of 175 Hashimi cubits are nearly equivalent.
  • The guard cubit (Arabic: [ammatu rabitu] Error: {{Lang}}: text has italic markup (help)) measured about 555.6 mm; 54 of the Roman cubit. Therefore: 96 guard cubits ≈ 120 Roman cubits ≈ 175 English feet.
  • The Arabic nil cubit (or black cubit) measured about 540.2 mm. This means 28 (later called) Greek digits of the kyrēnaikos pēchys2524 of a Roman foot or just 308.7 mm. Thus 175 Roman cubits ≈ 144 black cubits.
  • The Mesopotamian cubit measured about 533.4 mm, 65 Roman cubit. Thus, 20 Mesopotamian cubits ≈ 24 Roman cubits ≈ 35 English feet.
  • The Babylonian cubit (or cubit of Lagash) measured about 496.1 mm. Also a Babylonian trade cubit existed, nine-tenths of the normal cubit, i.e. 446.5 mm. The Babylonian cubit is 1516 of the royal cubit. 160 Babylonian trade cubits ≈ 144 Babylonian cubits ≈ 135 Egyptian royal cubits. (The royal cubit ≈ 529.2 mm. See above.)
  • The (Pergamon) cubit 520.9 mm or 7564 of the Roman cubit.
  • The (Salamis) cubit 484.0 mm or 9890 of the Roman cubit.
  • The (Persia) cubit of about 500.1 mm or 98 of the Roman cubit, which is also 910 of the guard cubit.
  • The (England) cubit 45.72 cm or 457.2mm

[ ... ]

  • In Izapa, a pre-Columbian Mesoamerican city, the measuring unit was equivalent to about 495 mm, very close to the Lagash cubit. This is probably a coincidence, since a diffusion of culture from Mesopotamia to Mesoamerica has not been conclusively demonstrated.
  • The different Jewish cubits ([אַמָּה ama] Error: {{Lang}}: text has italic markup (help)) are generally borrowed either from Babylonians or Greeks or Romans. In ancient Israel during the First Temple period, the cubit was 428.1 mm (16.85 in.) (≈ 2627 Roman cubit). During the Second Temple period, a cubit of about 444.5 mm (17.5 in.) (≈ Roman cubit) was in general use, but in the sacred areas of the temple a special cubit of 437.6 mm (17.23 in.) seems to have been used instead (≈ 6364 Roman cubit).[1]
So, I have gone ahead and done that. The totally unreferenced material that I have removed is behind the pleasantly coloured green bar. I suggest that as bits are sourced and added back into the article, they are struck through here so that it's obvious what is left. I couldn't think of a better way of doing this. Leaving it in the article was not an option IMO. I mean, just to take one example, "the Mesopotamian cubit measured ... 65 Roman cubit". But how did those clever Mesopotamians know what the length of the Roman cubit would be a couple of thousand years after they were dead?
Justlettersandnumbers (talk) 01:08, 21 September 2011 (UTC)Reply
Wow that was a lot of information removed. I'd love to see references for some of it. Since it appears to be similar in formatting, I am guessing the same person added a lot of that. Can you contact the person, and show them this, so that they can add a reference for where they got all that information? It seems like it wasn't just "made up", and it's quite specific. Maybe they just forgot, or didn't know how to add a reference. I know that I've struggled with the latter, time and again, and citations differ from article to article, and even within a single article. Contact them, please? Thanks. Misty MH (talk) 15:59, 29 July 2013 (UTC) Misty MH (talk) 15:59, 29 July 2013 (UTC)Reply
I'd love to see a source/citation for this: "From late Antiquity, the Roman ulna, a four-foot cubit (about 120 cm) is also attested. This length is the measure from a man's hip to the fingers of the outstretched opposite arm." A 4' cubit would make an impressive ship/barge indeed, larger than most known ships since! (4-foot cubit!) Misty MH (talk) 11:35, 25 January 2014 (UTC) Misty MH (talk) 12:08, 23 April 2018 (UTC)Reply

References

  1. ^ Cf. Biblical Archaeology Review, March–April 1983, and Newsletter and Proceedings of the Society for Early Historic Archaeology, issue 159.

Standard/Biblical cubit: 6 palms x 4 fingers = 24 units, Egyptian Royal cubit: 7 palms x 4 fingers = 28 units

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I tweaked the following with an excellent reference...

The cubit is a traditional unit of length, based on the length of the forearm: from the elbow to the tip of the middle finger. Cubits of various lengths were employed in many parts of the world in Antiquity, in the Middle Ages and into Early Modern Times.

The Egyptian hieroglyph for the cubit shows the symbol of a forearm. According to the Ancient Egyptian units of measurement, the Egyptian Royal cubit was subdivided into 7 palms of 4 fingers/digits each; surviving cubit rods are between 52.3 and 52.9 cm (20.6 to 20.8 inches) in length.[1]

Over time, various cubits and variations on the cubit have measured:


I see several problems here. First Merriam-Webster is not a reliable reference for complex archaeological questions. For giving us a general definition of the cubit as based on the length of the forearm, yes. For defining it specifically as extending from the elbow to the tip of the middle finger, no. In fact ancient cubits were more often defined as ending at the wrist or at the knuckle of the middle finger (without specifying which knuckle, although presumably the more prominent one).
There was no single Biblical cubit; there were at least two, and possibly several others depending on interpretation. It is also not clear when those Biblical cubits might have been used, since various parts of the Jewish and Christian bibles were composed at different times, then underwent considerable modification before being put into writing, more modifications still before reaching the state of the earliest surviving manuscripts.
There was no single standard cubit in ancient times, and if there was what reason is there to think that it would have been the same one used by the comparatively small Jewish and Christian minorities?
We do not use other Wikipedia articles as references or mention them in the text, since they are unreliable tertiary sources and could be renamed or disappear at any time. We can Wikilink to them or put them in See also.
The book you cite Sacred Geometry by Stephen Skinner is full of New Age mystical stuff. It is not a serious source. Zyxwv99 (talk) 22:46, 29 September 2012 (UTC)Reply

References

  1. ^ a b Cite error: The named reference arnold was invoked but never defined (see the help page).

Re: "Standard/Biblical cubits", this is wrong for a couple reasons. (A) There was no 'standard'. There were common cubits of 6 palms x 4 fingers = 24 digits. These were used in designing structures that weren't meant to be sacred or built for royalty in Sumeria/Babylon, Egypt and by the Hebrews. (B) There is great debate among Bible scholars as to whether the Torah & Tanakh are referring to common cubits or royal cubits of 7 palms x 4 palms = 28 digits. The Sistine Chapel was built using the Biblical cubit measurements of Solomon's Temple. Is the Sistine Chapel an example of common cubits or royal cubits? I don't know. The Ark Encounter in Kentucky used royal cubits. (C) I've read Sacred Geometry by Stephen Skinner and thought is was good, but lacking the BIGGEST example and precept of ---. 73.85.202.136 (talk) 17:40, 17 December 2019 (UTC)Reply

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Extended irrelevant and wholly unreferenced numerlogical content

Based on the body and agricultural systems of measures of Mesopotamia and Egypt

The Greek root of stadios means to stand or have standing, to establish a standard. The problem was that there were several different standards.

  • In Mesopotamia there was the sos = 180 m
  • In Egypt the khet was 100 royal cubits
  • In Egypt 210 khet were an itrw or hour of travel on the river
  • In Egypt 300 Royal cubits were the stadia of Eratosthenes = 157.5 m
  • 700 to a degree at Alexandria,
  • In Egypt 350 Royal cubits were a Minute of March = 183.75 m
  • In Egypt 60 Minutes of March were an atur or Hour of March
  • In Persia there were stadia of 700 feet = 222 m
  • 500 to a degree on the equator or
  • This was the geographic stadia of Marianus of Tyre and Ptolomy
  • In Attic Greece a Milos was 8 Stadions of 600 pous = 185 m
  • 600 to a degree of 111 km
  • In Attic Greece a Milos was 8 Stadions of 600 pous = 185 m
  • 600 to a degree of 111 km
  • In Ionic Greece a Milos was 8 Stadions of 625 pous = 185 m
  • 600 to a degree to a degree of 111 km
  • In Rome a Milliare of 8 Stadiums of 625 pes = 185 m
  • 600 to a degree to a degree of 111 km
  • In England a Myle of 8 Furlongs of 625 fote = 185 m
  • 600 to a degree to a degree of 111 km

Sumerian lengths

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As a collection of city states organized like the Greeks by gene, oinkos and phratre the Sumerians had a plethora of multiple standards. All stated values are in precise unit fractions of a common standard. The uban gat or hand of 100 mm or 1 tenth of a meter became the side of a mina containing 60 cubic inches or shekles where 1 cubic inch was 1 pound, and 33.5 oz. One Talent was thus 60 pounds. So c 1750 BC the English System and the metric system were commensurable. Originally probably silver the mina of gold was smaller being an uban or palm of 75mm - 80 mm depending on culture, period and relative values of the metals.

Unit Measure Definition Size
digit, finger
šusi little finger 3/4 uban 15 mm
shusi ring finger 5/6 uban 16.67 mm
sheshi index finger 17.67 mm
uban thumb 20 mm
ell
šusi ell short ell 3 šusi 45 mm
shusi ell median ell 3 shusi 50 mm
sheshi ell long ell 3 sheshi 53 mm
uban ell thumb-ell 3 uban 60 mm
18 shusi = 15 uban
palm
šusi palm short palm 4 šusi 60 mm
shusi palm median palm 4 shusi 67 mm
sheshi palm long palm 4 sheshi 71 mm
uban palm thumb-palm 4 uban 80 mm
24 shusi = 20 uban
hand, qat
šusi qat short hand 5 šusi 75 mm
shusi qat median hand 5 shusi 84 mm
sheshi qat long hand 5 sheshi 88 mm
uban qat thumb-hand 5 uban 100 mm
30 shusi = 25 uban
fist
šusi fist short fist 6 šusi 90 mm
shusi fist median fist 6 shusi 100 mm
sheshi fist long fist 6 sheshi 106 mm
uban fist thumb-fist 6 uban 120 mm
36 shusi = 30 uban
span
šu-dù-a span (‘hands’ + ‘to stack’) 10 šusi 150 mm
zipaþ span 10 shusi 167 mm
zapaþ šu.bad span 10 sheshi 176 mm
zipaþ span 10 uban 200 mm
quarter (span of outstretched thumb and little finger)
ñušur shaftment 15 šusi 220.5 mm
šu-dù-a shaftment 12 shusi 250 mm
foot
ñušur foot 20 šusi 300 mm
šu-dù-a foot
18 shusi ≈ 304.8 mm
18½ shusi ≈ 308.4 mm
ñiš tool rod 17 sheshi 300 mm
ñìri foot 15 uban = 3 gat = ½ cubit 300 mm
cubit
ku ordinary cubit 30 shusi= 25 uban= 6 ordinary qat= 5 long qat 500 mm
kus cubit 36 shusi = 30 uban 600 mm
kùš ‘hand’ + ‘arm’
hand and forearm, as a unit of measurement, ell/cubit
šu-da ell/cubit 2 gat of a cubit of 5 gat divided into 30 shusi
double remen
ñìr step; way, path 60 shusi = 50 uban = 1 m
kùš-numun 2 ñiš-bad = 1 m
ñidri+ uru9 ‘support’; úr, ‘leg(s)’; pace = 1.5 m
ñìri…gub to step on ‘foot’ + ‘to stand’ = 3 m
qanu 6 ammat = 3.6 m
še ñiš-è-a ‘grain’ + ‘stick’ + ‘to exit from’ + nominative harvested grain that has just been threshed and only roughly measured with a stick
gi reed (circular + to sprout) 6 cubits = 3 m
éše, éš[šè] rope; measuring tape/cord 10 nindan rods = 20 reeds = 120 cubits
Area measure square roots
side of the ordinary iku 60 ordinary 30 m
side of the ordinary iku 60 qanu = 1/6 sos
side of the great iku 60 qanu 36 m
Other
sos = 360 ganu ≈ 180 m
parasang = 30 sos ≈ 5.4 km
kapsu = 2 parasang ≈ 10.8 km

Sumerian area measure

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  • 1 uzalag
  • 1 uzalak: = 1/4 of an iku = 25 sar
  • 1 še: barley; grain; = 432 square linear barleycorns = 12 square uban
  • 1 ubu : = 1/2 of an iku (= 50 sar).
  • 1 sar:
  • 1 šar: 'garden plot' = 1 square ninda
  • 1 square ninda = 60 surface shekels = 1/100 iku
  • 1 square ninda = 4 square reeds = 144 square cubits
  • 1 iku: = 3600 meters2 = 100 sar = 1 square 'rope' = 1/18 bùr
  • (plural Akk. form of ég, ék, 'levee').
  • 1 éše, = 120 1/2 cubits or feet = the side of 1 square iku in area
  • éš[ŠÈ]: = 6 iku; leash (can be an adverbial suffix like eš)
  • (eš, 'much', + eš, 'much') [ŠE3 archaic frequency: 152].
  • nindan,
  • ninda: rod = 12 cubits (kùš) = 6 meters; one side of a sar
  • šar, 'garden plot' square measure
  • from Akk. middatu, mindatu, 'to measure'

Sumerian volume measure

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  • 1 gur = 1 square ninda times 1 kùš = 144 kùš3
  • 1 gur = 18 cubic meters
  • 1 bariga = 60 gur PI or UL in Old Sumerian period
  • 1 bariga = 36 sìla in the Old Sumerian period
  • 1 bán-rig-a = 6 bán. 'the bán from picking, gleaning'
  • 1 èše: = 6 iku.
  • 1 bùr: = 18 iku = 3 éše = 1800 sar
  • the amount of land that supported a family
  • 1 bùru from Akkadian buuru IV, "hunger",
  • bii/eeru IV, "space, distance"
  • gána, gán: tract of land, field parcel;
  • (flat) surface, plane; measure of surface; shape, outline;
  • cultivation = iku = gan- field" GAN2
  • 1 ma-na-tur: little mina = 1/3 shekel = 60 surface še = 720 square uban
  • 1 a-ñá-ri-in: a flat area measured in sar
  • 1 ñarim
  • 1 A-ñar:
  • 1 e5-ñar
  • 1 gín-tur: little shekel = 1/60 shekel = 1/3600 square nindan
  • 1 sar = 3 surface še = 36 square fingers
  • 1 sar = surface of the side of a cube of 1 sìla capacity.

Akkadian length

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  • 1 ŠU.BAD: 'open hand' = 12 šusi = 220 mm = 8.66"
  • 1 ammat cubit of 530 mm - 20.87 a unit of wheat or barley measure
  • 1 ammatu := 6 long qat= 600 mm
  • 1 ÑIŠ-BAD: =1 kùš. 600 mm
  • 1 : = 6 ropes = 60 nindan rods.

Akkadian area

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  • 2 : = 1/2 of an iku (= 50 sar).
  • 1 iku: = 3600 meters2 = 100 sar = 1 square 'rope'
  • 1 iku = 1/18 bùr plural Akk. form of ég, ék, 'levee'
  • 1 éš[ŠÈ]: = 120 cubits = the side of 1 square iku in area

Akkadian volume

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  • 1 bariga = 60 sìla in the Old Akkadian and Neo-Sumerian periods.

142.0.102.190 (talk) 02:05, 29 July 2015 (UTC)Reply

Hieroglyph

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Either the hieroglyph of the royal cubit pic or the hieroglyph on the Cubit rod of the Turin Museum pic is backwards. Unless order of the symbols was not important? Bromley86 (talk) 11:35, 12 August 2015 (UTC)Reply

Looks like it's the hieroglyph pic that's wrong. The pic of the cubit rod of Maya is oriented the same way as the Turin Museum one, making our

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the odd one out. Bromley86 (talk) 11:53, 12 August 2015 (UTC)Reply

Ignore me, it's fine. Per the Egyptian hieroglyphs page:
Hieroglyphs are written from right to left, from left to right, or from top to bottom, the usual direction being from right to left[16] (although for convenience modern texts are often normalized into left-to-right order). Bromley86 (talk) 03:24, 14 August 2015 (UTC)Reply

Biblical cubit

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457.2 mm is not an exact number. It's an exact conversion from 18 inches. This should be obvious from the phrase "usually estimated as approximately." Kendall-K1 (talk) 23:53, 13 August 2016 (UTC)Reply

523.5 and 529.2, on the other hand, are exact measurements, reflecting the precision of the measuring instrument. Kendall-K1 (talk) 00:47, 14 August 2016 (UTC)Reply

First, the Torah & Tanakh/Bible is unclear in its many references to "cubit" whether it's the common cubit of 6 palms x 4 fingers or royal cubits of 7 palms x 4 fingers. The common cubit is frequently refered to in Bible glossarys as "approximately 18 inches". 2601:580:10D:2A8B:946C:6E66:3F21:18AE (talk) 13:18, 12 February 2019 (UTC)Reply

Ell - cubit

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What is the reason to treat ell and cubit as different lemmata instead as synonyms?? Kipala (talk) 09:32, 27 March 2017 (UTC)Reply

The four-foot cubit (4')

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I thought this article once talked about a four-foot cubit (4'). Was that removed, and if so why? Does anyone know anything about this?  Misty MH (talk) 13:00, 29 December 2017 (UTC) Misty MH (talk) 13:00, 29 December 2017 (UTC)Reply

No, there was no such thing as a 4' cubit. The common cubit (6 palms) was ~17.76" and the royal cubit (7 palms) was ~20.72". 73.85.202.136 (talk) 17:56, 17 December 2019 (UTC)Reply

Actually, there were; and I guess I just missed it in the article. And its citations are also present. A cubit called the Roman ulna was approximately four feet long. I must have searched for "4'" instead of "four foot" or "four feet" etc. The length, it says, was approximately 120 centimeters (120cm, 120 cm), which conversion comes to "47.2441" inches, or 3'11.244 inches, 3/4 of an inch short of 4 feet. 122cm would be four feet. Misty MH (talk) 23:01, 25 April 2023 (UTC)Reply

Biblical Cubits are either Common Cubits of 6 Palms or Royal Cubits of 7 Palms

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I added... Bible scholars struggle over the choice of common cubits (6 palms x 4 fingers = 24 digits) or royal cubits (7 palms x 4 fingers = 28 digits). 2601:580:102:B0F9:B459:ABCE:26C3:DB41 (talk) 17:17, 18 January 2019 (UTC)Reply

Thanks for your good faith edit, although such a claim would still require of us to show a source (reference) for verification. If you can provide us with the source, we'll restore your edit.Davidbena (talk) 16:36, 19 January 2019 (UTC)Reply

The most well-known use of the Cubit is found in the Torah & Tanakh/King James Bible with Noah's Ark, the Ark of the Covenant, and King Solomon's Temple

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I added this... The most well-known use of the cubit is found in the Torah & Tanakh/King James Bible with Noah's Ark, the Ark of the Covenant, and King Solomon's Temple. 2601:580:10D:2A8B:946C:6E66:3F21:18AE (talk) 13:09, 12 February 2019 (UTC)Reply

I've removed it as unsourced. You'll need to show that is the consensus opinion. Doug Weller talk 19:00, 12 February 2019 (UTC)Reply

Unsourced?! How ridiculous. "And this is the fashion which thou shalt make it of: The length of the ark shall be 300 cubits, the breadth of it 50 cubits, and the height of it 30 cubits." - Genesis 6:15 KJV, etc. You question how widespread the KJV was/is?! 73.85.202.136 (talk) 17:21, 17 December 2019 (UTC)Reply

Common Cubit was 6 palms x 4 fingers = 24 digits, Royal cubit was 7 palms x 4 fingers = 28 digits

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I tweaked the intro... The shorter unit - common cubit - was based on the forearm length from the tip of the middle finger to the bottom of the elbow and was divided as 6 palms x 4 fingers = 24 digits<ref]Vitruvian Man</ref]. Royal cubits added a palm for 7 palms x 4 fingers = 28 digits.<ref]Stephen Skinner, Sacred Geometry - Deciphering The Code (Sterling, 2009) & many other sources</ref]. 73.85.202.136 (talk) 17:13, 17 December 2019 (UTC)Reply

The Step Pyramid of Pharaoh Djoser was designed by Imhotep using Royal Cubits (7x4) c. 2700 BC

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I tweaked... Use of the royal cubit is also known from Old Kingdom architecture, from at least as early as the construction of the Step Pyramid of Djoser designed by Imhotep in around 2700 BC. 2601:589:4800:9090:489:97E6:2CC8:D11E (talk) 14:31, 21 August 2020 (UTC)Reply

Intro to Cubit - Ancient Sumerians, Egyptians and Israelites - Common Cubits 6 palms & Royal Cubits 7 palms

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I rewrote the opening paragraph... The cubit is an ancient unit of length based on the distance from the elbow to the middle finger. It's primarily associated with the Sumerians, Egyptians and Israelites. "Cubits" is found in the Bible re: Noah's Ark, Ark of the Covenant, Tabernacle, Solomon's Temple. The common cubit was divided into 6 palms × 4 fingers = 24 digits.[1] Royal cubits added a palm for 7 palms × 4 fingers = 28 digits.[2] These lengths typically ranged between 444 and 529.2 mm (17.48 and 20.83 in), with an ancient Roman cubit being as long as 120 cm (47 in). 2601:589:4802:AB0:1DE7:6CD9:873A:D26B (talk) 14:54, 8 May 2021 (UTC)Reply

References

  1. ^ Vitruvian Man.
  2. ^ Stephen Skinner, Sacred Geometry – Deciphering The Code (Sterling, 2009) & many other sources.

Oldest unit of measurement we know of?

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Curious if this is the oldest unit of measurement we know of? Any older units known? AslanFrench (talk) 00:13, 20 January 2024 (UTC)Reply