The loop strength of a specified nylon gut or soft stainless steel filament was measured by hooking the specimens on the other single filament of different thicknesses. The relation between the loop strength of the specified samples and their load-elongation curves in normal tensile test was investigated, and the following assumption proposed in the previous paper was examined ; a fiber in loop test is broken at the region where the sum of bending and tensile strains has just reached the tensile breaking strain of the fiber. The results obtained are as follows :
1) The loop strength of the specified samples increases with increasing the opposite sample diameter. The degree of increase is dependent upon the tensile breaking strain of the specified samples.
2) The cross-sectlon of the specified nylon gut hooked on the steel filament is more depressed than that hooked on the nylon gut. The loop strength of the former specified nylon gut is larger than that of the latter at the same ratio of the opposite sample diameter to the specified sample diameter.
3) The following experimental equations are obtained for the specified nylon gut.
Δe=εe
m0… (a), e
m0=1/ (1+ε
rγ
d0… (b)
where, Δe is the decrease of strain which is defined as the difference between the tensile breaking strain of the specified sample and its tensile strain at the breaking point in the loop test, e
m0 geometric bending strain calculated from the micrographs of the hooked part of the specified nylon gut, γ
d0diameter ratio, and εand ε
r are constant being independent of the diameter ratio. Therefore, the loop strength of the specified samples for given diameter ratio can be estimated from both the above equation and their load-elongation curves of normal tensile tests.
The above equation (a) is also valid for the loop test of the specified single nylon gut hooked on a bundle composed of different numbers of the nylon gut.
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