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References to scientific papers related to our software:

[1] Lencová B.: "Numerical computation of electron lenses by the finite element method". Computer Phys. Commun. 20 (1980), 127-132.

[2] B. Lencová and M. Lenc: "A finite element method for the computation of magnetic electron lenses." Scanning Electron Microscopy 86, Part III (1986), 897-915.

[3] Lencová B. and Wisselink G.: "Program package for the computation of lenses and deflectors." Nucl. Instr. and Meth. in Phys. Res. A 298 (1990), 56-66.

[4] B. Lencova "Computation of electrostatic lenses and multipoles by the first order finite element method". Nucl. Instr. Meth. In Phys. Res. A363(1995), 190-197.

[5] B. Lencova: "Accurate computation of magnetic lenses with FOFEM". Nucl. Instr. Meth. In Phys. Res. A427 (1999), 329-337.

[6] M. Lenc and B. Lencova: "Accurate computation of multipole components of magnetic deflectors." Review of Scientific Instruments 68 (1997), 4409-4414.

[7] Lencová B. and Lenc M.: "Paraxial trajectory computation in magnetic electron lenses." Optik 82 (1989), 64-68. [8] B. Lencova and M. Lenc: "Computation of properties of electrostatic lenses" Optik 97 (1994), 121-126.

[9] B. Lencova and M. Lenc: "Third order geometrical and first order chromatic aberrations of electrostatic lenses, a comparison of formulas". Optik 105 (1997), 121-128.

[10] B. Lencová: "On the design of electron beam deflection systems". Optik 79 (1988) 1-12.

[11] J. E. Barth, B. Lencová and G. Wisselink: "Field evaluation from potentials calculated by the finite element method for ray tracing: the slice method." Nucl. Instr. and Meth. in Phys. Res. A 298 (1990), 263-268.

[12] J. Chmelík and J. E. Barth, "An interpolation method for ray tracing in electrostatic fields calculated by the finite element method." Proc. SPIE 2014 Charged Particle Optics, 1993, 133-143.

 

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