In this paper we analyze the effects of the time modulation of (zeroth-order) Bessel beams, by considering a few different pulse shapes. Namely, three modulating functions are considered: a train of rectangular waves, a single rectangular pulse, and a gaussian pulse. The influence of the carrier frequency, and of shape and spectral bandwidth of the modulating function, is also discussed; while further support to our results is met by using the convolution technique in the time domain. At the beginning, a brief review of the X-shaped solutions to the wave equation, and of some properties of theirs, is presented.
(2004). Properties of localized pulses through the analysis of temporal modulation effects in Bessel beams and the convolution theorem [journal article - articolo]. In OPTICS COMMUNICATIONS. Retrieved from http://hdl.handle.net/10446/20357
Properties of localized pulses through the analysis of temporal modulation effects in Bessel beams and the convolution theorem
RECAMI, Erasmo;
2004-01-01
Abstract
In this paper we analyze the effects of the time modulation of (zeroth-order) Bessel beams, by considering a few different pulse shapes. Namely, three modulating functions are considered: a train of rectangular waves, a single rectangular pulse, and a gaussian pulse. The influence of the carrier frequency, and of shape and spectral bandwidth of the modulating function, is also discussed; while further support to our results is met by using the convolution technique in the time domain. At the beginning, a brief review of the X-shaped solutions to the wave equation, and of some properties of theirs, is presented.Pubblicazioni consigliate
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