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Coherence spectral

The importance of laser light, in brief, is tliat its base characteristics, coherence, spectral and polarization purity, and high brilliance allow us to manipulate its properties. Gain switching [i, 10] and mode locking [16] are prime examples of our ability to very specifically control tire laser output. It is easy to see why lasers are tire ideal sources for optoelectronic applications. [Pg.2863]

Several recent reviews have presented broad overviews of ultrafast time-resolved spectroscopy [3-6], We shall concentrate instead on a selected, rather small subset of femtosecond time-resolved experiments carried out (and to a very limited extent, proposed) to date. In particular, we shall review experiments in which phase-coherent electronic or, more often, nuclear motion is induced and monitored with time resolution of less than 100 fs. The main reason for selectivity on this basis is the rather ubiquitous appearance of phase-coherent effects (especially vibrational phase coherence) in femtosecond spectroscopy. As will be discussed, nearly any spectroscopy experiment on molecular or condensed-phase systems is likely to involve phase-coherent vibrational motion if the time scale becomes short enough. Since the coherent spectral bandwidth of a femtosecond pulse often exceeds collective or molecular vibrational frequencies, such a pulse may perturb and be perturbed by a medium in a qualitatively different manner than a longer pulse of comparable peak power. The resulting spectroscopic possibilities are of special interest to these reviewers. [Pg.3]

Fig. 8.1. A photonic reagent consisting of a shaped laser electric field e(1) interacts with a molecule. The photonic reagent envelops the molecule, which acts as an antenna to accept the various coherent spectral components of the shaped pulse. The ensuing coherent quanmm dynamics steers the molecule towards a desired target. Fig. 8.1. A photonic reagent consisting of a shaped laser electric field e(1) interacts with a molecule. The photonic reagent envelops the molecule, which acts as an antenna to accept the various coherent spectral components of the shaped pulse. The ensuing coherent quanmm dynamics steers the molecule towards a desired target.
Fig. 8 Correlation between the Raman and coherence spectra for ferric Ch-CooA. The Raman spectrum (trace A) was measured with excitation at 413.1 nm, whereas the open band (trace C) and detuned (trace B) coherence spectra were measured at a carrier wavelength of 420 nm. There is a good correlation between the Raman spectrum and coherence spectral frequencies 5 crcT Ch.-CooA = Carboxydothermus hydrogmoformans from which ferrous and ferric samples were prepared). Adapted from ref. 3 with permission. Copyright the American Chemical Society (2011). Fig. 8 Correlation between the Raman and coherence spectra for ferric Ch-CooA. The Raman spectrum (trace A) was measured with excitation at 413.1 nm, whereas the open band (trace C) and detuned (trace B) coherence spectra were measured at a carrier wavelength of 420 nm. There is a good correlation between the Raman spectrum and coherence spectral frequencies 5 crcT Ch.-CooA = Carboxydothermus hydrogmoformans from which ferrous and ferric samples were prepared). Adapted from ref. 3 with permission. Copyright the American Chemical Society (2011).
A j. The coherence spectral width AE of the incident light, whether coherent or chaotic, hence defines the energy band of the molecular resonances that are initially prepared in a coherent way. In particular, no initial molecular coherence is introduced if (5e < AE. ... [Pg.319]

Moreover, since the s> level has a purely Lorentzian shape, free of any fine structure, the decay parameters (lifetime and yield) are independent of the coherence spectral width of the exciting radiation. ... [Pg.363]

Carter GC, Ferrie JF (1979) A coherence spectral estimation program. Weinstein CJ (Programs for digital signal processing), IEEE Press, 2.3-1-2.3-18... [Pg.94]

As a final point, it should again be emphasized that many of the quantities that are measured experimentally, such as relaxation rates, coherences and time-dependent spectral features, are complementary to the thennal rate constant. Their infomiation content in temis of the underlying microscopic interactions may only be indirectly related to the value of the rate constant. A better theoretical link is clearly needed between experimentally measured properties and the connnon set of microscopic interactions, if any, that also affect the more traditional solution phase chemical kinetics. [Pg.891]

Unlike the typical laser source, the zero-point blackbody field is spectrally white , providing all colours, CO2, that seek out all co - CO2 = coj resonances available in a given sample. Thus all possible Raman lines can be seen with a single incident source at tOp Such multiplex capability is now found in the Class II spectroscopies where broadband excitation is obtained either by using modeless lasers, or a femtosecond pulse, which on first principles must be spectrally broad [32]. Another distinction between a coherent laser source and the blackbody radiation is that the zero-point field is spatially isotropic. By perfonuing the simple wavevector algebra for SR, we find that the scattered radiation is isotropic as well. This concept of spatial incoherence will be used to explain a certain stimulated Raman scattering event in a subsequent section. [Pg.1197]

With the advent of short pulsed lasers, investigators were able to perfonn time resolved coherent Raman scattering. In contrast to using femtosecond pulses whose spectral widtii provides the two colours needed to produce Raman coherences, discussed above, here we consider pulses having two distinct centre frequencies whose difference drives the coherence. Since the 1970s, picosecond lasers have been employed for this purpose [113. 114], and since the late 1980s femtosecond pulses have also been used [115]. Flere we shall briefly focus on the two-colour femtosecond pulsed experiments since they and the picosecond experiments are very similar in concept. [Pg.1210]

Ulness D J and Albrecht A C 1997 A theory of time resolved coherent Raman scattering with spectrally tailored noisy light J. Raman Spectrosc. 28 571-8... [Pg.1229]

Depending on the relative phase difference between these temis, one may observe various experimental spectra, as illustrated in figure Bl.5.14. This type of behaviour, while potentially a source of confiision, is familiar for other types of nonlinear spectroscopy, such as CARS (coherent anti-Stokes Raman scattering) [30. 31] and can be readily incorporated mto modelling of measured spectral features. [Pg.1295]

Modern commercial lasers can produce intense beams of monochromatic, coherent radiation. The whole of the UV/visible/IR spectral range is accessible by suitable choice of laser. In mass spectrometry, this light can be used to cause ablation, direct ionization, and indirect ionization (MALDI). Ablation (often together with a secondary ionization mode) and MALDI are particularly important for examining complex, intractable solids and large polar biomolecules, respectively. [Pg.136]

For water, organic and water-organic metal salts mixtures the dependence of integral and spectral intensities of coherent and non-coherent scattered radiation on the atomic number (Z), density, oscillator layer thickness, chemical composition, and the conditions of the registering of analytical signals (voltage and tube current, tube anode material, crystal-analyzer) was investigated. The dependence obtained was compared to that for the solid probes (metals, alloys, pressed powder probes). [Pg.444]

The coherent tunneling case is experimentally dealt with in spectroscopic studies. For example, the neutron-scattering structure factor determining the spectral line shape is... [Pg.24]

Bouche Th., Drier Th., Lange B., Wolfrum J., Franck E. U., Schilling W. Collisional narrowing and spectral shift in coherent anti-Stokes Raman spectra of molecular nitrogen up to 2500 bar and 700 K, Appl. Phys. B50, 527-33 (1990). [Pg.279]

Abstract Fundamentals of amplitude interferometry are given, complementing animated text and figures available on the web. Concepts as the degree of coherence of a source are introduced, and the theorem of van Cittert - Zemike is explained. Responses of an interferometer to a spatially extended source and to a spectrally extended one are described. Then the main methods to combine the beams from the telescopes are discussed, as well as the observable parameters - vibilities and phase closures. [Pg.275]

What Is Interferometry (1.3) Interferometry deals with the physical phenomena which result from the superposition of electromagnetic (e.m.) waves. Practically, interferometry is used throughout the electromagnetic spectrum astronomers use predominantly the spectral regime from radio to the near UV. Essential to interferometry is that the radiation emerges from a single source and travels along different paths to the point where it is detected. The spatio-temporal coherence characteristics of the radiation is studied with the interferometer to obtain information about the physical nature of the source. [Pg.276]


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See also in sourсe #XX -- [ Pg.336 ]




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Spectral width coherent emission

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