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For a given hydraulic pressure applied, the static bias pad has a maximum or minimum support force (Fmax or Fmin).
The maximum usable magnitude of steering force can be expressed as follows: A_{hbox{max} } = frac{sqrt 3 }{2} times (F_{hbox{max} } - F_{hbox{min} } ), (1 where Fmax is the maximum support force of the pad, Fmin is the minimum support force of the pad, and Amax is the maximum usable magnitude of steering force.
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The following requirements should be met: 1. minimum supporting force: 40 N 2.
minimum supporting force: 40 N. maximum supporting force: 120 N (these correspond to 4.5 kg of users arm weight plus 7.5 kg of external load).
minimum support.
minimum support gradient.
With the minimum support and minimum confidence, one can find significant rules in one single step.
3) We observed a negative correlation between the minimum support threshold and the minimum pattern length.
Second, we apply the minimum support and minimum confidence concept to find "significant rules".
We used 0.5%% as the minimum support factor and 30%% as the minimum confidence factor [ 13].
These results suggest that the optimal stent structure has a minimum radial force for vascular support and maximum flexibility for vascular conformability.
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