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The displacement amplification ratio is not related to the material.
The model of theoretic displacement amplification ratio explains why the bridge-type displacement amplification mechanism has an amplification ratio extremum and where the threshold is.
The existing models of theoretic displacement amplification ratio of bridge-type flexure hinges are not perfect.
The displacement amplification ratio of displacement amplifier is vital for kinematic performance of a positioning stage.
Amplification ratio of the lever-arm is drastically changed according to the external load.
An analytical model for the amplification ratio and the relative amplification rate is established based on the screw theory.
Secondly a lever-type mechanical displacement amplifier for the extensometer is designed and the amplification ratio is derived.
Then, the amplification ratio of displacement, the critical buckling load and the force applied to the grasped object are determined.
This study proposes a new mathematical model for the amplification ratio of a single-stair bridge-type amplification mechanism.
The amplification ratio of the design was further verified by the finite element model and prototype test.
Here, we utilize the investigated approach to design suitable layout for multi-rigid-body micro-displacement amplifying mechanisms (MMAMs) with a large amplification ratio (>50).
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