We describe a modal wavefront sensing technique of using multiplexed holographic optical elements (HOEs). The phase pattern of a set of aberrations is angle multiplexed in a HOE, and the correlated information is obtained with a position sensing detector. The recorded aberration pattern is based on an orthogonal basis set, the Zernike polynomials, and a spherical reference wave.
We show that only two recorded holographic patterns for any particular aberration type are sufficient to allow interpolated readout of aberrations to
. In this paper, we demonstrate the capability of detecting errors between
for each orthogonal set at rates limited only by the speeds of the detection electronics, which could be up to
. We show how we take advantage of the unavoidable intermodal and intramodal cross talks in determining the type, amplitude, and orientation of the wavefront aberrations.
© 2008 Optical Society of America
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