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Egyptian units of measurement
A number of units of measurement were used in Egypt to measure length, mass, area, capacity, etc. In Egypt, metric system was made optional in 1873, and has been compulsory in government use since 1891.^{[1]}^{[2]}
Contents
Ancient Egyptian units of measurement
see Ancient Egyptian units of measurement.
Units during the ending of the 19th century
A number of units were used in Egypt. Units and their interrelations were vary variable in national system.^{[1]} Since 1891, their metric equivalences have been defined.^{[1]}
Length
A number of units were used to measure length. One dirra baladi was equal to 0.58 m and one kassabah was equal to 3.55 m, according to the metric equivalences defined in 1891.^{[1]}^{[2]} Some other units according to the metric equivalences defined in 1891 are given below:^{[1]}^{[2]}^{[3]}
1 kirat = 1/24 dirra
1 abdat = 1/6 dirra
1 kadam = 1/2 dirra
1 pic = 1 dirra
1 gasab = 4 dirra
1 mil hachmi = 1000 dirra
1 farsakh = 3000 dirra
There were six kinds of derah (aka dirra) as follows:^{[3]} 1 Nile pic = 0.2545 m 1 native pic (derah baladi) = 0.5682 m 1 Constantinople pic (derah Istambuli) = 0.6691 m 1 cloth pic (derah hendazeh) = 0.6479 m 1 builder's pic (derah meimari) = 0.7500 m 1 itinerary pic (aka. roadmeasure pic) = 0.7389 m.
Road Measures
One itenery derah was equal to 0.7389 m.^{[3]} Some other units according to the metric equivalences defined in 1891 are given below:^{[1]}^{[2]}
1 cassaba = 5 derah
1 bââh = 5/2 derah
1 mili = 500 cassabas = 1.148 mile (1.847 km)
1 farsakh (league) = 3 mili 1 baride = 4 farsakh
1 safar yome (of which 2 1/2 make 1° of the meridian = 60 mili) = 2 baride.
Mass
A number of units were used to measure mass. One oke was equal to 1.248 kg , according to the metric equivalences defined in 1891.^{[1]}^{[2]} Some other units according to the metric equivalences defined in 1891 are given below:^{[1]}^{[2]}
1 kirat = 1/6400 oke
1 dirhem = 1/400 oke
1 miskal = 8/800 oke
1 okieh = 0.03 oke
1 rotoli = 0.36 oke
1 kantar = 36 oke^{[1]}^{[2]}
1 helm = 200 oke^{[1]}^{[2]}
One harsela, used for weighing silk, is one oke.^{[3]}
Area
A number of units were used to measure area. One feddan was equal to 4200.8 m^{2}, according to the metric equivalences defined in 1891.^{[1]}^{[2]} Some other units according to the metric equivalences defined in 1891 are given below:^{[1]}^{[2]}
1 sahme = 1/576 feddan
1 kirat kamel = 1/24 feddan^{[1]}^{[2]}^{[3]}
1 feddan masri = 1 feddan.
Squares of derah and cassaba (3.55 m) was used to partly measure lands.^{[3]}
Capacity
Two main systems,liquid and dry were used in Egypt.
Liquid Measure
One guirbeh was equal to 70.4467 quarts (66 2/3 litres).^{[3]}
Dry Measure
A number of units were used to measure capacity. One keddah was equal to 2.0625 l, according to the metric equivalences defined in 1891.^{[1]}^{[2]} Some other units according to the metric equivalences defined in 1891 are given below:^{[1]}^{[2]}
1 kirat = 1/32 keddah
1 khanoubah = 1/16 keddah
1 toumnah = 1/8 keddah
1 robhah = 1/4 keddah
1 nisf keddah = 1/2 keddah
1 malouah = 2 keddah
1 rob (aka. roubouh) = 4 keddah
1 keila = 8 keddah 1 ardeb = 96 keddah
1 daribah = 768 keddah
Before 1891, according to the report of the United States Commissioners to the Paris Exposition of 1867 1 ardeb was equal to 2603 bushels (91.72 l).^{[3]} Other authorities give the ardeb = 5.1648 bushels.^{[3]} One ardeb of Alexandria was equal to 7.6907 bushels.^{[3]}
References
 ^ ^{a} ^{b} ^{c} ^{d} ^{e} ^{f} ^{g} ^{h} ^{i} ^{j} ^{k} ^{l} ^{m} ^{n} ^{o} Washburn, E.W. (1926). International Critical Tables of Numerical Data, Physics, Chemistry and Technology. New York: McGrawHil Book Company, Inc. p. 6.
 ^ ^{a} ^{b} ^{c} ^{d} ^{e} ^{f} ^{g} ^{h} ^{i} ^{j} ^{k} ^{l} ^{m} Cardarelli, F. (2003). Encyclopaedia of Scientific Units, Weights and Measures. Their SI Equivalences and Origins. London: Springer. pp. 128–130. ISBN 9781447111221.
 ^ ^{a} ^{b} ^{c} ^{d} ^{e} ^{f} ^{g} ^{h} ^{i} ^{j} Clarke, F.W. (1891). Weights Measures and Money of All Nations. New York: D. Appleton & Company. pp. 28–29.
