Abstract
Hard X-ray Fourier transform holography (HXFTH) is a promising method for imaging nanoscale objects, including biological molecules, with a spatial resolution of a nanometer or better. However, it suffers from low scattering intensities being available for imaging owing to smaller object size and the low scattering cross section inherent in hard X-rays. One technique to overcome the problem would be to use an array of oriented objects, each with its own reference. Here the feasibility of this approach was experimentally tested by recording diffraction patterns from nanofabricated test patterns arranged in a 5 × 5 matrix. At an X-ray energy of 8 keV (λ = 1.55 Å), the image of the original test pattern was clearly restored with 60 s exposure on an imaging plate; the image was still recognizable with a 500 ms exposure on a CCD detector at the BL40XU beamline at SPring-8. The results demonstrate that the use of an array of referenced oriented objects for HXFTH is workable, and that it can be considered as a practical candidate for imaging biological molecules, identical particles of which are available but diffract even more weakly than artificially fabricated test patterns.
Highlights
The use of hard X-rays in imaging nanoscale objects is expected to provide atomic resolution owing to its short wavelengths
In this study the use of an array of oriented individually referenced samples has been evaluated as a means of compensating for the low-scattering intensities in Hard X-ray Fourier transform holography (HXFTH)
The Patterson map from the diffraction pattern of a 5 Â 5 array of referenced objects restored an image of the objects with a spatial resolution comparable with that published for single objects, demonstrating the validity of the method
Summary
The use of hard X-rays in imaging nanoscale objects is expected to provide atomic resolution owing to its short wavelengths. A major obstacle in achieving this goal has been the phase problem, i.e. the phase information needed to restore the original structure image is lost when scattering from the sample is recorded on the detector. A number of methods to restore the original structure image have been devised by retrieving phase information from diffraction/scattering patterns. At least one reference point object must be placed near the sample, the principle is straightforward and the image of the original structure can be restored with a single Fourier transform operation. FTH is apparently resistant to low photon-counting statistics (Schlotter et al, 2006). Reducing the reference size increases the spatial resolution, but this reduces the intensity of the reference wave needed to restore the original structure.
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