Calculation of Optical Trapping Landscapes
Gregor G. Knoener, Timo A. Nieminen, Simon J. W. Parkin, N. R. Heckenberg, Halina H. Rubinsztein-Dunlop
Abstract
Gregor G. Knoener, Timo A. Nieminen, Simon J. W. Parkin, N. R. Heckenberg, Halina H. Rubinsztein-Dunlop
Abstract
Manipulation of micrometer sized particles with optical tweezers can be precisely modeled with electrodynamic theory using Mie's solution for spherical particles or the T-matrix method for more complex objects. We model optical tweezers for a wide range of parameters including size, relative refractive index and objective numerical aperture. We present the resulting landscapes of the trap stiffness and maximum applicable trapping force in the parameter space. These landscapes give a detailed insight into the requirements and possibilities of optical trapping and provide detailed information on trapping of nanometer sized particles or trapping of high index particles like diamond.
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Manipulation of micrometer sized particles with optical tweezers can be precisely modeled with electrodynamic theory using Mie's solution for spherical particles or the T-matrix method for more complex objects. We model optical tweezers for a wide range of parameters including size, relative refractive index and objective numerical aperture. We present the resulting landscapes of the trap stiffness and maximum applicable trapping force in the parameter space. These landscapes give a detailed insight into the requirements and possibilities of optical trapping and provide detailed information on trapping of nanometer sized particles or trapping of high index particles like diamond.
Key concepts: Optical tweezers, Trapping, Range (aeronautics), Numerical aperture, Optics, Refractive index, Particle (ecology), Micrometer