The unit of length is the pada (symbol pad), defined as the path travelled by light in a vacuum during a time interval of 1⁄1352,5510,4032 1⁄599,584,916 of an agrima.
From the pada and the agrima, we define the following coherent derived units:
- 1 vega (symbol veg) is a speed of 1 pada per 1 agrima (pad · agm−1; pad / agm), or 1 pada times 1 avrita (pad · vrt);
- 1 tevara (symbol tvr) is an acceleration of 1 pada per 1 square agrima (pad · agm−2; pad / agm2), or 1 pada times 1 square avrita (pad · vrt2);
- 1 keshe (symbol ksh) is an area of 1 square pada (pad2);
- 1 aytan (symbol ayt) is a volume of 1 cubic pada (pad3);
Pay attention that, for the square and cubic units, prefixes act on the unit itself, so that:
-
1 Cksh / 4ksh = 1 Dpad2 / 2pad2 = 1,0000 ksh = 1,0000 pad2,
but 1 Cpad2 / 4pad2 = 1 EDksh / 12ksh = 1,0000,0000 ksh = 1,0000,0000 pad2 -
1 cksh / 4ksh = 1 dpad2 / 2pad2 = 0.0001 ksh = 0.0001 pad2,
but 1 cpad2 / 4pad2 = edksh / 12ksh = 0.0000 0001 ksh = 0.0000 0001 pad2 -
1 Cayt / 4ayt = 10 Epad3 ¹pad3 = 1,0000 ayt = 1,0000 pad3,
but 1 Cpad3 4pad3 = 1 DSayt 20ayt = 1,0000,0000,0000 ayt = 1,0000,0000,0000 pad3 -
1 cayt / 4ayt = 0.1 epad3 / 1pad3 = 0.0001 ayt = 0.0001 pad3,
but 1 cpad3 / 4pad3 = 1 dsayt / 20ayt = 0.0000 0000 0001 ayt = 0.0000 0000 0001 pad3
For civil or day-to-day measure of volume, it may be more convenient to deal with a smaller, even though non-coherent, unit:
- 1 varti (symbol vrt) is a volume of 1 chatiaytan / cayt / 4ayt = 0.0001 0.000 7 7̅1̅6̅ ̅0̅4̅9̅ ̅3̅8̅2̅ aytan, that is equal to 0.0001 0.000 7 7̅1̅6̅ ̅0̅4̅9̅ ̅3̅8̅2̅ pad3.
Conversion to and from SI units
Length | |||
---|---|---|---|
1 pad pada |
0.532 m 0.9̅2̅5̅ m [1 ÷ 1.08] |
1 m meter |
1.0̅2̅5̅1̅ ̅4̅ pad [1 ÷ 0.532] 1.08 pad |
Speed | |||
1 veg vega |
0.3 m/s 0.5 m/s |
1 m/s meter per second |
2 veg 2 veg |
1 veg vega |
1.4̅ km/h [1 ÷ 0.32] 1.8 km/h |
1 km/h kilometer per hour |
0.32 veg 0.5̅ veg [1 ÷ 1.8] |
Since veg = pad / agm, and since the relation between agrimas and utas (chamaagrimas) is the same as padas and chamapadas, i.e., 1,0000 1,296, vegas are the same for pad / agm and Cpad / uta or Cpad / Cagm, quite unlike km / h vs. m / s |
|||
Acceleration | |||
1 tvr tevara |
0.13 4̅1̅5̅3̅ ̅0̅ m/s2 [1 ÷ 3.412] 0.27 m/s2 |
1 m/s2 meter per square second |
3.412 tvr 3.7̅0̅3̅ tvr [1 ÷ 0.27] |
Area | |||
1 ksh keshe |
0.5051 04 m2 [0.5322] 0.857 338... m2 [1 ÷ 1.082; 1 ÷ 1.166 4] |
1 m2 square meter |
1.0555 3532… ksh [1 ÷ 0.5322; 1 ÷ 0.5051 04] 1.166 4 ksh [1.082] |
1 EDksh 1 12ksh ekadimakeshe |
1.2̅3̅5̅0̅ ̅1̅ km2 [1 ÷ 0.41] 1.44 km2 |
1 km2 square kilometer |
0.41 EDksh 0.694̅ EDksh [1 ÷ 1.44] |
Volume | |||
1 ayt aytan |
0.4432 4501 2 m3 [0.5323] 0.793 832... m3 [1 ÷ 1.083; 1 ÷ 1.259 712] |
1 m3 cubic meter |
1.1320 3304... ayt [1 ÷ 0.5323; 1 ÷ 0.4432 4501 2] 1.259 712 ayt [1.083] |
1 vrt varti |
0.0000 4432 4501 2 m3 [0.5323 ÷ 1,0000; 0.4432 4501 2 ÷ 1,0000] 0.000 612... m3 [1 ÷ 1.083 ÷ 1,296; 1 ÷ 1.259 712 ÷ 1,296] |
1 m3 cubic meter |
1,1320.3304 2330… vrt [1 ÷ 0.5323 × 1,0000; 1 ÷ 0.4432 4501 2 × 1,0000] 1,632.586 752 vrt [1.083 × 1,296; 1.259 712 × 1,296] |
1 vrt varti |
0.3401 4554 3301 2 L [0.5323 ÷ 1,0000 × 4344; 0.4432 4501 2 ÷ 1,0000 × 4344] 0.612 524... L [1 ÷ 1.083 ÷ 1,296 × 1,000; 1 ÷ 1.259 712 ÷ 1,296 × 1,000] |
1 L liter |
1.3443 4554… vrt [1 ÷ 0.5323 × 1,0000 ÷ 4344; 1 ÷ 0.4432 4501 2 × 1,0000 ÷ 4344] 1.632 586 752 vrt [1.083 × 1,296 ÷ 1,000; 1.259 712 × 1,296 ÷ 1,000] |