In this document is explained how a “Crane Capacity Index” (CCI) can be determined. The CCI basically is calculated as follows: “Radius * Lifting Height * Capacity”. The result CCI is in Te ∙ m².
To clarify calculations a Liebherr LTM 1100-5.2 is used as an example.
Distance meter m
Angle degree °
Weight Metric Ton Te
CCI Te ∙ m²
In order to get a fair “Crane Capacity Index” we need to set some constraints:
For the Liebherr LTM 1100-5.2 the base dimensions are:
A = 2.0 m
B = 3.83 m
C = 1.1 m
Minimum radius
Minimum radius = ½*outrigger base
Liebherr LTM1100-5.2: ½*7.0 = 3.5 m
Maximum radius
Maximum radius = Maximum main boom length with angle of 30°.
Maximum main boom length*cos(30°) + C*sin(30°) – A
Liebherr LTM1100-5.2: 52.0*0.866 + 1.1*0.5 – 2.0 = 43.58 m
Lifting height
Liebherr LTM1100-5.2 (example with 30.1m main boom at 15m radius:
Tables for boom lengths 11.5; 15,2; 22,7; 26,4; 33,9; 37,6; 41,3; 45,0; 48,8 are not shown.
The tables for every main boom length result in 1 main table with the highest value of “Lifting height*Capacity” at each radius. An extra column is added in which “Lifting height*Capacity” is multiplied by “Radius”:
Finally an average is calculated of al “Lifting height*Capacity*Radius”. This number divided by 100 results in the Crane Capacity Index.
Bron/Source: Esta