0:00:04 | their performance |
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0:00:13 | the study of the nonlinear applications of surface plus more like tones is a rapidly |
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0:00:19 | developing area of research in an of a tonic |
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0:00:23 | indeed the sub wavelength confinement of surface plus multiple items enhances enormously or than a |
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0:00:30 | linear processes which can be exploited forming at a rise active functionalities like more linear |
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0:00:37 | estimators and all optical switching and modulation |
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0:00:42 | maxima linearities simplex monte devices can arise from several physical mechanism |
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0:00:48 | the most remarkable be in the pond the remote to force the point two confinement |
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0:00:53 | in and of size none of particles the plasma pressure gradient in hydrodynamic models and |
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0:01:00 | the entire month or more modulation |
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0:01:02 | for gold at optical frequencies the into a month or more modulation constitutes the leading |
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0:01:08 | only are mechanism |
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0:01:11 | we start our analysis from the band structure of gold which is characterized by if |
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0:01:17 | a standard cubic |
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0:01:19 | the big no side primitive cell is their own bic but the cajun |
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0:01:25 | the reciprocal left is the body centered cubic where the video side sprinters cell is |
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0:01:32 | a truncated okay he'd written |
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0:01:34 | it up to the frequencies the inter band absorption is restaurant run the point x |
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0:01:39 | and the l of the people collected which corresponds to the centers of the square |
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0:01:45 | and the second all three of the truncated up to he'd written |
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0:01:50 | the thought of dialects acceptability is given by the sum of inter band and inter |
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0:01:55 | band contributions |
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0:01:57 | only inter band transitions from the balance band to state and the conduction band with |
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0:02:03 | the energy higher than the for me energy are allowed |
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0:02:06 | for this reason the inter bound absorption is highly dependent on the temperature of the |
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0:02:11 | laptop last month for the families matting of the conduction attitude |
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0:02:16 | the imagery part of the inter band dielectric constant can be calculated by following a |
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0:02:23 | semi classical approach |
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0:02:25 | after onto primes depends on the electron temperature for the function g a which is |
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0:02:31 | called joint density of state |
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0:02:35 | the real part of the into bound dialect a constant can be then calculated through |
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0:02:40 | the comments colleague relation |
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0:02:43 | hence the compass correction to the dielectric constant depends on that amplitude variation of the |
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0:02:50 | electron plus model which inherently depends on the pulse optical power |
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0:02:56 | the temporal dynamics of the electron plus model can be described in terms of the |
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0:03:02 | two temperature model |
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0:03:04 | the result of this analysis reveals that the increase of temperature of the electron plus |
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0:03:10 | model is given by a composition of the observed power and the cropped realistic response |
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0:03:15 | function analogously to the rime effect |
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0:03:19 | the typical response time is of your their of five hundred from to seconds much |
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0:03:25 | longer than the rahmen response time |
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0:03:28 | the have we have studied the effect of the thermal modulation of polarization on the |
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0:03:34 | surface plus multiple articles propagating along the goal and then a wire surrounded by c |
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0:03:39 | look at less |
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0:03:42 | we have focused their attention on the fundamental mode and the long range product and |
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0:03:46 | mode |
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0:03:48 | the fundamental mode is cylindrical e symmetric and the left a magnetic field is tightly |
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0:03:54 | bound across than unaware survey |
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0:03:57 | the high confinement if accompanied by considerable loss and the topic of frequencies the fundamental |
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0:04:04 | surface plus more polarity and typically propagates only few microns |
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0:04:09 | the pointing vector of the long range plan to mode is not cylinder click semantic |
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0:04:14 | but is characterized by too low aspirants along the non aware |
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0:04:20 | this model would is less confined and the topic of frequencies if the wire radius |
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0:04:24 | is small enough it can propagate even hundred microns |
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0:04:30 | we model the nonlinear dynamics by generalising leno shelling equation for the field envelope |
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0:04:37 | than only a parameter of silica is much smaller than the thermo modulation only in |
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0:04:42 | three button nonlinearity and can be neglected |
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0:04:46 | significant redshifts is observed both for the fundamental and the long-range modes |
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0:04:53 | the rolling a parameter of the fundamental mode is so large that even though the |
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0:04:57 | surface plot small part and is absorbed in q microns the red shift is still |
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0:05:02 | observable |
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0:05:03 | com personally the nonlinear dynamics of the long-range mode happens on a much longer scale |
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0:05:10 | thanks for your attention and didn't really the reading |
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