@phdthesis{Tuchscherer2012,
  author    = {Tuchscherer, Philip},
  title     = {A Route to Optical Spectroscopy on the Nanoscale},
  url       = {http://nbn-resolving.de/urn:nbn:de:bvb:20-opus-72228},
  school      = {Universit{\"a}t W{\"u}rzburg},
  year      = {2012},
  abstract  = {Time-resolved optical spectroscopy has become an important tool to investigate the dynamics of quantum mechanical processes in matter. In typical applications, a first "pump" pulse excites the system under investigation from the thermal equilibrium to an excited state, and a second variable time-delayed "probe" pulse then maps the dynamics of the excited system. Although advanced nonlinear techniques have been developed to investigate, e.g., coherent quantum effects, all of these techniques are limited in their spatial resolution. The laser focus diameter has a lower bound given by Abbe's diffraction limit, which is roughly half the optical excitation wavelength—corresponding to about 400nm in the presented experiments. In the time-resolved experiments that have been suggested so far, averaging over the sample volume within this focus cannot be avoided. In this thesis, two approaches were developed to overcome the diffraction limit in optical spectroscopy and to enable the investigation of coherent processes on the nanoscale. In the first approach, analytic solutions were found to calculate optimal polarizationshaped laser pulses that provide optical near-field pump-probe pulse sequences in the vicinity of a nanostructure. These near-field pulse sequences were designed to allow excitation of a quantum system at one specific position at a certain time and probing at a different position at a later time. In the second approach, the concept of coherent two-dimensional (2D) spectroscopy, which has had great impact on the investigation of coherent quantum effects in recent years, was combined with photoemission electron microscopy, which yields a spatial resolution well below the optical diffraction limit. Using the analytic solutions, optical near fields were investigated in terms of spectroscopic applications. Near fields that are excited with polarization-shaped femtosecond laser pulses in the vicinity of appropriate nanostructures feature two properties that are especially interesting in the view of spectroscopic applications: On the one hand, control of the spatial distribution of the optical fields is achieved on the order of nanometers. On the other hand, the temporal evolution of these fields can be adjusted on the order of femtoseconds. In this thesis, solutions were found to calculate the optimal polarizationshaped laser pulses that control the near field in a general manner. The main idea to achieve this deterministic control was to disentangle the spatial and temporal near-field control. First, the spatial distribution of the optical near field was controlled by assigning the correct state of polarization for each frequency within the polarization-shaped laser pulse independently. The remaining total phase—not employed for spatial control—was then used for temporal near-field compression, which, in experimental applications, would lead to an enhancement of the nonlinear signal at the respective location. In contrast to the use of optical near fields, where pump-probe sequences themselves are localized below the diffraction limit and the detection does not have to provide the spatial resolution, a different approach was suggested in this thesis to gain spectroscopic information on the nanoscale. The new method was termed "Coherent two-dimensional (2D) nanoscopy" and transfers the concept of "conventional" coherent 2D spectroscopy to photoemission electron microscopy. The pulse sequences used for the investigation of quantum systems in this method are still limited by diffraction. However, the new key concept is to detect locally generated photoelectrons instead of optical signals. This yields a spatial resolution that is well below the optical diffraction limit. In "conventional" 2D spectroscopy a triple-pulse sequence initiates a four wave mixing process that creates a coherence. In a quantum mechanical process, this coherence is converted into a population by emission of an electric field, which is measured in the experiment. Contrarily, in the developed 2D nanoscopy, four-wave mixing is initiated by a quadruple-pulse sequence, which leaves the quantum system in an electronic population. This electronic population carries coherent information about the investigated quantum system and can be mapped with a spatial resolution down to a few nanometers given by the spatial resolution of the photoemission electron microscope. Hence, 2D nanoscopy can be considered a generalization of time-resolved photoemission experiments. In the future, it may be of similar beneficial value for the field of photoemission research as "conventional" 2D spectroscopy has proven to be for optical spectroscopy and nuclear magnetic resonance experiments. In a first experimental implementation of coherent 2D nanoscopy coherent processes on a corrugated silver surface were measured and unexpected long coherence lifetimes could be determined.},
  subject      = {Ultrakurzzeitspektroskopie},
  language  = {en}
}
@phdthesis{Langhojer2009,
  author    = {Langhojer, Florian},
  title     = {New techniques in liquid-phase ultrafast spectroscopy},
  url       = {http://nbn-resolving.de/urn:nbn:de:bvb:20-opus-39337},
  school      = {Universit{\"a}t W{\"u}rzburg},
  year      = {2009},
  abstract  = {Contents List of Publications 1 Introduction 2 Basic concepts and instrumentation 2.1 Mathematical description of femtosecond laser pulses 2.2 Optical quantities and measurements 2.2.1 Intensity 2.2.2 Absorbance and Beer-Lambert law 2.3 Laser system 2.4 General software framework for scientific data acquisition and simulation 2.4.1 Core components 2.4.2 Program for executing a single measurement sequence 2.4.3 Scan program 2.4.4 Evolutionary algorithm optimization program 2.4.5 Applications of the software framework 2.5 Summary 3 Generation of ultrabroadband femtosecond pulses in the visible 3.1 Nonlinear optics 3.1.1 Nonlinear polarization and frequency conversion 3.1.2 Phase matching 3.2 Optical parametric amplification 3.3 Noncollinear optical parametric amplifier 3.4 Considerations and experimental design of NOPA 3.4.1 Options for broadening the NOPA bandwidth 3.4.2 Experimental setup 3.5 NOPA pulse characterization 3.5.1 Second harmonic generation frequency-resolved optical gating 3.5.2 Transient grating frequency-resolved optical gating 3.6 Compression and shaping methods for NOPA pulses 3.6.1 Grating compressor 3.6.2 Prism compressor 3.6.3 Chirped mirrors 3.6.4 Detuned zero dispersion compressor 3.6.5 Deformable mirror pulse shaper 3.6.6 Liquid crystal pulse shaper 3.7 Liquid crystal pulse shaper 3.7.1 Femtosecond pulse shapers 3.7.2 Experimental design and parameters 3.7.3 Optical setup of the LC pulse shaper 3.7.4 Calibrations of the pulse shaper 3.8 Adaptive pulse compression 3.8.1 Closed loop pulse compression 3.8.2 Open loop pulse compression 3.9 Conclusions 4 Coherent optical two-dimensional spectroscopy 4.1 Introduction 4.2 Theory of third order nonlinear optical spectroscopies 4.2.1 Response function, electric fields, and signal field 4.2.2 Signal detection with spectral interferometry 4.2.3 Evaluation of two-dimensional spectra and phasing 4.2.4 Selection and classification of terms in induced nonlinear polarization 4.2.5 Oscillatory character of measured signal 4.3 Previous experimental implementations 4.4 Inherently phase-stable setup using conventional optics only 4.4.1 Manipulation of pulse pairs as a basis for stability 4.4.2 Experimental setup 4.4.3 Measurement procedure 4.4.4 Data evaluation 4.5 First experimental results 4.5.1 Demonstration of phase stability 4.5.2 2D spectrum of Nile Blue at room temperature 4.6 Summary and outlook 5 Product accumulation for ultrasensitive femtochemistry 5.1 The problem of sensitivity in femtochemistry 5.2 Accumulation for increased sensitivity 5.2.1 Comparison of conventional and accumulative sensitivity 5.2.2 Schematics and illustrative example 5.3 Experimental setup 5.4 Calibration and modeling of accumulation 5.5 Experiments on indocyanine green 5.5.1 Calibration of the setup 5.5.2 Chirped pulse excitation 5.5.3 Adaptive pulse shaping 5.6 Conclusions 6 Ultrafast photoconversion of the green fluorescent protein 6.1 Green fluorescent protein 6.2 Experimental setup for photoconversion of GFP 6.3 Calibration of the setup for GFP 6.3.1 Model for concentration dynamics of involved GFP species 6.3.2 Estimate of sensitivity 6.4 Excitation power study 6.5 Time-resolved two-color experiment 6.6 Time-delayed unshaped 400 nm - shaped 800 nm pulse excitation 6.6.1 Inducing photoconversion with chirped pulses 6.6.2 Photoconversion using third order phase pulses 6.7 Conclusions 7 Applications of the accumulative method to chiral systems 7.1 Introduction 7.2 Chiral asymmetric photochemistry 7.2.1 Continuous-wave circularly polarized light 7.2.2 Controlled asymmetric photochemistry using femtosecond laser pulses 7.3 Sensitive and fast polarimeter 7.3.1 Polarimeter setup 7.3.2 Detected signal I(t) 7.3.3 Angular amplification 7.3.4 Performance of the polarimeter 7.4 Molecular systems and mechanisms for enantioselective quantum control 7.4.1 Binaphthalene derivatives 7.4.2 Photochemical helicene formation 7.4.3 Spiropyran/merocyanine chiroptical molecular switches 7.5 Summary 8 Summary Zusammenfassung Bibliography Acknowledgements},
  subject      = {Ultrakurzzeitspektroskopie},
  language  = {en}
}