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Alternative 1: Add material strength as an optional input parameter. If present, draw a line on the stress graph and mark points of failure.
Alternative 2: Add material utilization (stress divided by material strength) as an output and mark points of failure. Material utilization of different layers can later be combined easily (maximum).
Alternative 2: Use an energy criterion to judge material utilization, e.g. resilience
Problem with all of that: Materials like wood where compressive strength =/= tensile strength
The text was updated successfully, but these errors were encountered:
it would be nice to also be able to specify the rupture and compression breakdown stress for a layer,
and to have a line on the graph to see whether the stress in a layer is too high.
In my opinion the best option is to use strain as a definitive parameter. Stress as such is not so important, but strain is. Especially with wooden bows the maximum strain (in tension) wood can tolerate is about 0,7–1,0 %. In compression the elastic limit is about 0,5 % strain. This is essential, because the strength of the wood can vary a lot. For example, Modulus of rupture can be as low as 30 000 kPa (Cottonwood) and up to 200 000 kPa for tropical hardwoods (Kaneelhart). So, the stress as such is not telling how close the bow is breaking. But the maximum strain value is quite near constant regardless of wood species.
In GitLab by spfeifer on Aug 25, 2017, 20:21
Alternative 1: Add material strength as an optional input parameter. If present, draw a line on the stress graph and mark points of failure.
Alternative 2: Add material utilization (stress divided by material strength) as an output and mark points of failure. Material utilization of different layers can later be combined easily (maximum).
Alternative 2: Use an energy criterion to judge material utilization, e.g. resilience
Problem with all of that: Materials like wood where compressive strength =/= tensile strength
The text was updated successfully, but these errors were encountered: