Extraneous Load Factors

Doc#: EL1011 Model #LBB300 (L1510) Series

Equation: σmax ≥ (A)Fx + (B)Fy + (C)Fz + (D)Mx + (E)My + (F)Mz

LBB300 3axis outline

Material: 2024-T4 Aluminum (AL*)

MATERIAL CAPACITY (lb) A B C D E F
(AL*) 0.25 2616.75 3314.33 41409.60 8801.04 23678.95 1888.63
0.5 1279.14 2336.78 20625.06 5012.97 11769.55 1223.43
1.0 748.57 1555.21 11031.51 2940.54 6311.05 864.08
1.5 466.83 1319.46 6887.63 2038.63 3915.11 691.82
2.0 393.68 1122.06 5657.95 1970.98 3210.54 601.23
5.0 180.79 750.73 2383.06 859.55 1371.34 407.82
10.0 101.95 101.95 1269.82 1269.82 735.87 735.87

Table: σmax

Material Static Load (=60% Y.S.) Fatigue (Non Reversing Loads) Fatigue (Full Reversing Loads)
2024-T4/T351 28,000 18,000 15,000

*Value is 75% of Fatigue Strength based on 10-20 x 106 cycles and allow for factors that influence Fatigue such as surface finish, stress concentrations, corrosion, temperature and other variables for the production of the transducer, for infinite Fatigue Life (100 x 106) use 75% of values shown.

Deflection & Natural Frequency
MATERIAL CAPACITY (lb) DEFLECTION (in.) NATURAL FREQUENCY (Hz) β
(AL*) 0.25 0.014 90 0.0224
0.5 0.011 140 0.0226
1.0 0.012 190 0.0229
1.5 0.011 240 0.0231
2.0 0.013 260 0.0233
5.0 0.013 400 0.0239
10.0 0.015 520 0.0246

*FN results are based on calculation of deflection & weight scene on sensor arm.

Natural Frequency & Frequency response equations:

Natural Frequency & Frequency Response Equations

*Where β values are obtained by FUTEK Engineers