A generalized nonparaxial theoretical framework based on the scalar diffraction theory is developed to describe the propagation of an optical field through a linear optical system with quasi-monochromatic spatially incoherent illumination. Software implementation of this theoretical framework on single and multiple processor platforms was developed and simulated results of the imaging process through optical aberration-corrected optics are presented for both in-focus and out-of-focus imaging, validating the first-order nonparaxial model
A scalar light field is any stationary monochromatic wave in the visible spectrum which propagates i...
Hertz vector diffraction theory is applied to a focused TEM00 Gaussian light field passing through a...
Efficient computation of scalar optical diffraction field due to an object is an essential issue in ...
Most authors include a paraxial (small-angle) limitation in their discussion of diffracted wave fiel...
Most authors include a paraxial (small-angle) limitation in their discussion of diffracted wave fiel...
Goodman\u27s popular linear systems formulation of scalar diffraction theory includes a paraxial (sm...
Scalar diffraction theory is frequently considered inadequate for predicting diffraction efficiencie...
Scalar optical diffraction between arbitrarily oriented planes for monochromatic waves is analyzed a...
Scalar diffraction theory is frequently considered inadequate for predicting diffraction efficiencie...
The recent revelation that diffracted radiance is the fundamental quantity predicted by scalar diffr...
In the previous chapter, we reviewed some of the mathematical preliminaries that will be useful late...
Cataloged from PDF version of article.If the sampled diffraction pattern due to a planar object is u...
The cause and amount of error arising from the use of the scalar approximation in monochromatic opti...
Near-field diffraction patterns are merely aberrated Fraunhofer diffraction patterns. These aberrati...
If the sampled diffraction pattern due to a planar object is used to reconstruct the object pattern ...
A scalar light field is any stationary monochromatic wave in the visible spectrum which propagates i...
Hertz vector diffraction theory is applied to a focused TEM00 Gaussian light field passing through a...
Efficient computation of scalar optical diffraction field due to an object is an essential issue in ...
Most authors include a paraxial (small-angle) limitation in their discussion of diffracted wave fiel...
Most authors include a paraxial (small-angle) limitation in their discussion of diffracted wave fiel...
Goodman\u27s popular linear systems formulation of scalar diffraction theory includes a paraxial (sm...
Scalar diffraction theory is frequently considered inadequate for predicting diffraction efficiencie...
Scalar optical diffraction between arbitrarily oriented planes for monochromatic waves is analyzed a...
Scalar diffraction theory is frequently considered inadequate for predicting diffraction efficiencie...
The recent revelation that diffracted radiance is the fundamental quantity predicted by scalar diffr...
In the previous chapter, we reviewed some of the mathematical preliminaries that will be useful late...
Cataloged from PDF version of article.If the sampled diffraction pattern due to a planar object is u...
The cause and amount of error arising from the use of the scalar approximation in monochromatic opti...
Near-field diffraction patterns are merely aberrated Fraunhofer diffraction patterns. These aberrati...
If the sampled diffraction pattern due to a planar object is used to reconstruct the object pattern ...
A scalar light field is any stationary monochromatic wave in the visible spectrum which propagates i...
Hertz vector diffraction theory is applied to a focused TEM00 Gaussian light field passing through a...
Efficient computation of scalar optical diffraction field due to an object is an essential issue in ...