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A simple and efficient device for dynamic correction of ohmic drop has been developed.
The designed controller contains a PI component and a lag compensator for dynamic correction at high frequencies.
This is achieved by utilizing higher order dynamic correction terms in the associated stiffness, gyroscopic and mass matrices.
Based on the multivariate linear regression analysis method, this paper presented a simple and high-accuracy prediction model by adding a dynamic correction factor.
The optical properties of the two deflectors with dynamic correction were simulated and their power supply circuit was built based on superposition theory of electric signals.
The improvement of the conventional solution is obtained by means of an extension to continuous systems of the dynamic correction method, originally proposed for discretized structures.
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State of the art dynamic corrections are applied to the main field deflector.
Static and dynamic corrections to cure this behaviour are here proposed and tested.
This was followed by dynamic corrections which used the deformable mirror and the wavefront sensor in a closed loop and resulted in greatly improved resolution of retinal images [ 3].
General agreement is found and in particular the EDS with both stiffness and inertia corrections (quasi-dynamic correction) performs best among available approximate methods.
Several dynamic misregistration correction approaches are also described and evaluated.
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