Abstract:UDC 535.423The problem of reflection and refraction of a conical beam at the boundary of an object of cylindrical shape is solved analytically. The amplitude and energy coefficients of reflection for a field of variable polarization are calculated. The light energy absorption in a cylindrical object and its distribution over the cross section are investigated. The advantage of using conical beams of light for probing cylindrically shaped objects, including biological ones, is shown.
“…However the knowledge about a distribution of energy flows are important to understand the subtle effect of energy swapping inside the beam. Under a condition of interaction of the Bessel beam with the absorbing cylinder a problem is solved partially by Khilo et al, 2005.…”
Section: Influence Of Absorption and Optical Activity On Spatial Propmentioning
confidence: 99%
“…are complex values. Solutions of Maxwell's equations for TE-, TH-polarized Bessel beam within absorption medium are (Khilo et al, 2005;Petrova & Kramoreva, 2010):…”
Section: Bessel Beam and Absorbing Medium: Theory And Simulation Analmentioning
“…However the knowledge about a distribution of energy flows are important to understand the subtle effect of energy swapping inside the beam. Under a condition of interaction of the Bessel beam with the absorbing cylinder a problem is solved partially by Khilo et al, 2005.…”
Section: Influence Of Absorption and Optical Activity On Spatial Propmentioning
confidence: 99%
“…are complex values. Solutions of Maxwell's equations for TE-, TH-polarized Bessel beam within absorption medium are (Khilo et al, 2005;Petrova & Kramoreva, 2010):…”
Section: Bessel Beam and Absorbing Medium: Theory And Simulation Analmentioning
where he is currently an assistant specialist. He has authored or co-authored more than 50 papers in peer-reviewed scientific journals and conference proceedings. His research interests are in the area of biophotonics.
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