TY - JOUR
T1 - A clustered speckle approach to optical trapping
AU - Staforelli, J. P.
AU - Brito, J. M.
AU - Vera, E.
AU - Solano, P.
AU - Lencina, A.
N1 - Funding Information:
We are specially thankful with Dr. Carlos Saavedra and Dr. Néstor Bolognini for their valuable commentaries and discussions along the whole process of this work, and for revising this manuscript. This work was supported by Grants Milenio ICM P06-067F and PFB08024. A. Lencina acknowledges support from the FONCyT -Argentina trough PICT 1343 and from the CONICYT -Chile through PBCT red 21 . Juan Pablo Staforelli and Esteban Vera are supported by a CONICYT Phd scholarship.
PY - 2010/12/1
Y1 - 2010/12/1
N2 - An in situ study of the clustered speckle 3D structure using an optical tweezer setup is presented. Clustered speckles appear when a coherently illuminated diffuser is imaged through a pupil mask with several apertures, properly distributed over a closed path, which is placed before the objective lens of a standard optical trapping system. Thus, light volumes are reduced several times when compared with standard speckles, being even smaller than the focus volume of a Gaussian beam commonly used to trap. Moreover, clustered speckles have odd statistical properties which differentiated it from standard speckles. Then, geometrically ordered multiple trapping arrays, with statistical random distribution of intensities, can be created with this technique. This fact could enable different studies concerning optical binding or new developments in coherent matter wave transport where Optical Trapping has been proven with standard speckles. In this work, a qualitative analysis of clustered speckles in an optical tweezer setup relative to the number of apertures in the mask and their size is carried on. Besides, in the Rayleigh regime, a general quantitative method to characterize the trapping capability of an optical field is proposed. Then, it is applied to clustered speckles. As a result, a relation between aperture size and the maximum size of the particles that could be trapped is found. This fact opens the possibility of engineering the statistic of the trapped particles by properly selecting the pupil mask.
AB - An in situ study of the clustered speckle 3D structure using an optical tweezer setup is presented. Clustered speckles appear when a coherently illuminated diffuser is imaged through a pupil mask with several apertures, properly distributed over a closed path, which is placed before the objective lens of a standard optical trapping system. Thus, light volumes are reduced several times when compared with standard speckles, being even smaller than the focus volume of a Gaussian beam commonly used to trap. Moreover, clustered speckles have odd statistical properties which differentiated it from standard speckles. Then, geometrically ordered multiple trapping arrays, with statistical random distribution of intensities, can be created with this technique. This fact could enable different studies concerning optical binding or new developments in coherent matter wave transport where Optical Trapping has been proven with standard speckles. In this work, a qualitative analysis of clustered speckles in an optical tweezer setup relative to the number of apertures in the mask and their size is carried on. Besides, in the Rayleigh regime, a general quantitative method to characterize the trapping capability of an optical field is proposed. Then, it is applied to clustered speckles. As a result, a relation between aperture size and the maximum size of the particles that could be trapped is found. This fact opens the possibility of engineering the statistic of the trapped particles by properly selecting the pupil mask.
KW - Clustered speckle
KW - Optical trapping
KW - Optical tweezers
UR - http://www.scopus.com/inward/record.url?scp=77957750123&partnerID=8YFLogxK
U2 - 10.1016/j.optcom.2010.07.033
DO - 10.1016/j.optcom.2010.07.033
M3 - Article
AN - SCOPUS:77957750123
SN - 0030-4018
VL - 283
SP - 4722
EP - 4726
JO - Optics Communications
JF - Optics Communications
IS - 23
ER -