Mathematical Problems in Engineering / 2018 / Article / Tab 1 / Research Article
Probability Analysis of Crane Load and Load Combination Actions Table 1 Crane load probability model and statistical parameters.
ā Working level The arbitrary point-in-time value distribution The maximum value distribution ( ) statistical results [4 ] model parameters Moments model parameters THE VERTICAL LOAD Light A1-A3 2 0.520 0.055 23.318 0.495 0.559 0.055 23.318 0.535 3 0.460 0.071 18.063 0.428 0.511 0.071 18.063 0.479 5 0.370 0.069 18.587 0.339 0.419 0.069 18.587 0.388 Medium A4-A5 5 0.610 0.037 34.662 0.593 0.636 0.037 34.662 0.620 10 0.520 0.045 28.500 0.500 0.552 0.045 28.500 0.532 15/3 0.490 0.050 25.650 0.467 0.526 0.050 25.650 0.503 20/5 0.420 0.041 31.280 0.402 0.449 0.041 31.280 0.431 Heavy A6-A7 5 0.640 0.071 18.063 0.608 0.691 0.071 18.063 0.659 10 0.490 0.069 18.587 0.459 0.539 0.069 18.587 0.508 15/3 0.500 0.056 22.902 0.475 0.540 0.056 22.902 0.515 30/5 0.460 0.065 19.731 0.431 0.506 0.065 19.731 0.477 50/10 0.380 0.050 25.650 0.357 0.416 0.050 25.650 0.393 THE HORIZONTAL FORCES 5 0.079 0.028 45.804 0.066 0.099 0.028 45.804 0.086 10 0.053 0.016 80.156 0.046 0.064 0.016 80.156 0.057 20 0.046 0.014 91.607 0.040 0.056 0.014 91.607 0.050 30 0.043 0.011 116.591 0.038 0.051 0.011 116.591 0.046 75 0.038 0.013 98.654 0.032 0.047 0.013 98.654 0.041
Note . The actual statistical results for vertical load and transverse horizontal force should be multiplied by
and
, respectively. The crane nominal hoist load is represented by
. The horizontal forces here refer to the total forces on the two sides of the crane bridge.