Pascal's Triangle - Fatiquing
1 = 1 1 1
1 dim 1 1 = 1 +1 = 2 1.1 x 1 = 1.1 11
2 dim 1 2 1 1.1 x 11 = 1.21
3 dim 1 3 3 1 = 8 1.1 x 121 = 1.331
4 dim 1 4 6 4 1 1.1 x 1331 = 1.4641
1 dim length
2 dim lengt x width = area
3 dim length x width x height = volume
4 dim length x width x height x time = phenomenon
When cutting with the knife, cannot see the wearing of the knife's edge. Universal friction 1,03(28) in Pascal's Triangle is the same kind. Fatiquing is wearing, bending and taking more time. Time is important in this context. When time belongs to fatiquing, it is ask of the fourth dimensionality. The fourth dimensionality has factor of 1.4641
When something grows twice bigger in three dimensionality, the total alteration grows 11 times bigger. The third dimensionality has factor of 1.331. When bending, nominal length grows twice bigger, but deflection grows eight times bigger. The same can see on 3 dim row = volume. That cannot see is the universal Friction 1.03.
1.331 x 8 x 1.03(28) = 11
26.4.2015*23:20 (1077 - 696)
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