Full field dependence of primary aberrations in perturbed double-plane symmetric systems with a circular pupil

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In this paper we derive scalar analytical expressions describing the full field dependence of Zernike polynomials in optical systems without symmetries. We consider the general case of optical systems constituted by arbitrarily tilted and decentered circul ...

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Full field dependence of primary aberrations in perturbed double-plane symmetric systems with a circular pupil

Chattez avec Graph Search

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Scalar analytical expressions for the field dependence of Zernike polynomials in asymmetric optical systems with circular symmetric surfaces

Nonlinear buckling behavior of a complete spherical shell under uniform external pressure and homogenous natural curvature

Three-Dimensional Optical Diffraction Tomography With Lippmann-Schwinger Model

Instability of a thin viscous film flowing under an inclined substrate: steady patterns

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Lens aberration compensation in interference microscopy

Adaptive Gradient Descent without Descent

Towards a geometry independent traction-separation and angle relation due to large scale bridging in DCB configuration

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