Abstract

We present a self-calibrating scheme for microscopes using model-based wavefront sensorless adaptive optics. Unlike previous methods, this scheme permits the calibration of system aberration modes without the need for a separate wavefront sensor or interferometer. Basis modes are derived from the deformable mirror influence functions and an image cross-correlation method is used to remove image displacement eff ects from these modes. Image based measurements are used to derive an optimum modal representation from the displacement-free basis modes. These new modes are insensitive to system misalignments and the shape of the illumination pro file. We demonstrate the effectiveness and robustness of these optimal modes in a third harmonic generation (THG) microscope.

Highlights

  • Aberrations frequently affect the performance of high resolution microscopes

  • We demonstrate this scheme in an adaptive third harmonic generation (THG) microscope and show its effectiveness in the presence of system misalignments

  • The method presented in this paper permits the calibration of an adaptive optical microscope without the need for an additional wavefront sensor or interferometer to characterise the adaptive element

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Summary

INTRODUCTION

Aberrations frequently affect the performance of high resolution microscopes. In order to overcome this problem, adaptive optics (AO) techniques have been introduced in a range of different microscope modalities. Modal methods of sensorless AO provide an efficient method of indirect wavefront measurement, but require careful calibration of the adaptive element to function effectively, when using a DM; this calibration encodes the control signals that generate aberration modes from a suitable basis set, such as the Zernike polynomials For this reason, systems have incorporated interferometers or wavefront sensors, which required increased complexity in the overall optical design and operation. We propose a fully empirical determination of aberration modes that can be implemented in any optical microscope and does not require a wave front sensor We demonstrate this scheme in an adaptive third harmonic generation (THG) microscope and show its effectiveness in the presence of system misalignments

Principles of sensorless adaptive optics
Functional representation of aberrations
Aberrations and displacements in three-dimensional imaging systems
Optimum modes for model-based sensorless adaptive optics
Analytical
Numerical
Empirical
The correction procedure
Limitations of previous sensorless adaptive optics schemes
Outline of the empirical calibration scheme
Derivation of basis modes
Derivation of displacement-free optimal modes
Orthogonalisation of modes
Aberration correction using optimal modes
Robustness of method
Findings
Discussion
Full Text
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