MIL-STD-209K APPENDIX B
hL = √Dab
+ (L - L )2
y ab
2 2
cd xy
2L
2 16.52 - 33.52 + 135.32
=
2(135.3)
= 64.5 inches
xy
And then solve for L
and h .
x xy
= 135.3 - 64.5 = 70.8 inches
hL = √Dab + L
= √16.52
+ 70.82
= 72.7 inches
x
SA is set to 450 to determine the sling length for a single apex sling assembly.
COS(450) = hL/S; S = hL/COS(450) = 72.7/.707 = 102.8 inches = 8.6 feet
Since S is shorter than 12 feet, the sling leg length for an equal length single apex sling assembly is set to 12 feet. This is most likely the shortest size of slings that will be available in the field to lift an item. If S had been greater than 12 feet, then the calculated value of S would be used from this point forward to complete the calculations.
For your piece of equipment, if the calculated sling lengths result in interference between the vehicle and slings when the vehicle is lifted, the angle of the slings will be verified at the test site prior to testing. This verfication will ensure that a 45° angle is achieved between the slings and the surface of the vehicle or equipment (see paragraph
5.1.2). Adjustment to the slings lengths may be required if the sling angles are smaller than
45°.
∴ S = 12 feet = 144 inches for all slings
and COS(SA) = h /S; SA = COS-1(h /S) = COS-1(72.7/144) = 59.70
L L
Source: https://assist.dla.mil -- DBow-7nloaded: 2014-09-28T23:10Z Check the source to verify that this is the current version before use.
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