Aeroing
Aerospace
- Apr 29, 2003
- 8
Hello!
I'm working on a tie down concept for cargo in a helicopter cabin.
I have been reading about load limiters on the tie down straps which allow having less straps or reducing the ultimate load capacity of anchor points on the cabin floor. This also means weight reduction.
My problem with this is the following:
I don't know how to use it in operation.
An army load master explained to me that for calculating a tie down they take the FAR29 crash accelerations (16g FWD, 8g SWD, 4g UPWD, 2g AFT). With these g-load factors and the weight of cargo they calculate the total forces to be absorbed in each direction, e.g. FWD with 1000 kg:
F = 16g * 1000 kg = 156960 N
Afterwards they make a tie down and calculate the load each belt can take in each direction by esimating the angle of each strap in relation to the longitudinal aircraft axis and the horizonal plane and considering the ultimate load capability of the anchor point it is attached to, e.g. anchor point with U ultimate load and angles ALPHA and BETA:
FORCE_FWD = U * COS(ALPHA) * COS(BETA)
Finally they sum up all forces of each strap in each direction and compare to the required force F. If SUM>F the tie down pattern withstands crash loads.
The problem with load limiters is that for this method I don't know which g-load factor to be used.
I calculated some specific cases and I obtain the g-load factor to be used out of a cargo displacement vs. g-load diagram. But as soon as I change the shape, position or weight of the load or the tie down pattern, the g-load factor also changes.
In operation this is a problem, because the load master can't calculate the g-load factor to be used each time he has to put cargo in the helicopter. It is too complicated and there is not enought time for it in operation.
My question:
Does anybody know about a practicable method for tie down calculation of cargo tie down patterns with load limiters?
I really appreciate your help.
Thank you.
I'm working on a tie down concept for cargo in a helicopter cabin.
I have been reading about load limiters on the tie down straps which allow having less straps or reducing the ultimate load capacity of anchor points on the cabin floor. This also means weight reduction.
My problem with this is the following:
I don't know how to use it in operation.
An army load master explained to me that for calculating a tie down they take the FAR29 crash accelerations (16g FWD, 8g SWD, 4g UPWD, 2g AFT). With these g-load factors and the weight of cargo they calculate the total forces to be absorbed in each direction, e.g. FWD with 1000 kg:
F = 16g * 1000 kg = 156960 N
Afterwards they make a tie down and calculate the load each belt can take in each direction by esimating the angle of each strap in relation to the longitudinal aircraft axis and the horizonal plane and considering the ultimate load capability of the anchor point it is attached to, e.g. anchor point with U ultimate load and angles ALPHA and BETA:
FORCE_FWD = U * COS(ALPHA) * COS(BETA)
Finally they sum up all forces of each strap in each direction and compare to the required force F. If SUM>F the tie down pattern withstands crash loads.
The problem with load limiters is that for this method I don't know which g-load factor to be used.
I calculated some specific cases and I obtain the g-load factor to be used out of a cargo displacement vs. g-load diagram. But as soon as I change the shape, position or weight of the load or the tie down pattern, the g-load factor also changes.
In operation this is a problem, because the load master can't calculate the g-load factor to be used each time he has to put cargo in the helicopter. It is too complicated and there is not enought time for it in operation.
My question:
Does anybody know about a practicable method for tie down calculation of cargo tie down patterns with load limiters?
I really appreciate your help.
Thank you.