Nowcasting Thunderstorms for Munich Airport

The successful demonstration and assessment of the DLR thunderstorm nowcasting algorithms at Munich Airport during two campaigns in the summers of 2010 and 2011 are described. The algorithms Cb-TRAM and Rad-TRAM, that detect, monitor, and forecast up to one hour (nowcast) thunderstorm cells from satellite and radar data, run in real time and provided new thunderstorm products for users at the airport. The products were presented on displays the users were already familiar with as well as on webpages designed by DLR. On the webpages, also additional information like measurements with DLR’s polarimetric radar and model forecasts was shown. Moreover, thunderstorm warnings were is-sued and sent via email to the users whenever a thunderstorm was detected in the terminal manoeu-vring area of the airport of Munich. The nowcasting skills of Rad-TRAM and Cb-TRAM are encouraging, especially for lead times up to 30 minutes, and the user feedback on the DLR thunderstorm products was very positive. The Rad-TRAM and Cb-TRAM products provide a good overview on the situation and its future development, and the thunderstorm warnings were very helpful for the collaborative decision making at the airport. However, some suggestions for improvements were made like the demand for nowcasts beyond one hour. This will be considered within the integrated weather forecast system, WxFUSION, which has been further developed during the campaigns

Electronic decoherence following photoionization: full quantum-dynamical treatment of the influence of nuclear motion

Photoionization using attosecond pulses can lead to the formation of coherent superpositions of the electronic states of the parent ion. However, ultrafast electron ejection triggers not only electronic but also nuclear dynamics---leading to electronic decoherence, which is typically neglected on time scales up to tens of femtoseconds. We propose a full quantum-dynamical treatment of nuclear motion in an adiabatic framework, where nuclear wavepackets move on adiabatic potential energy surfaces expanded up to second order at the Franck-Condon point. We show that electronic decoherence is caused by the interplay of a large number of nuclear degrees of freedom and by the relative topology of the potential energy surfaces. Application to $\mathrm{H_2O}$, paraxylene, and phenylalanine shows that an initially coherent state evolves to an electronically mixed state within just a few femtoseconds. In these examples the fast vibrations involving hydrogen atoms do not affect electronic coherence at short times. Conversely, vibrational modes involving the whole molecular skeleton, which are slow in the ground electronic state, quickly destroy it upon photoionization.Comment: 18 pages, 8 figure

A Woman\u27s Place is in the House: A Sociological Analysis of the Political Campaigns of Newcomer and Incumbent Women in the 2018 House of Representatives Elections

Using content analysis, this thesis explores the creation and presentation of gender identity in the political campaigns of female candidates for the House of Representatives in the 2018 midterm elections. Through qualitative and quantitative analysis of online media sources and social media content, including websites, advertisements, and Twitter feeds, I examine the ways both experienced and inexperienced Democratic and Republican women make presentations of themselves to voters, as well as how they access and approach women’s and feminist issues. A major finding of this study is that Democratic women present their gender as an integration of masculinity and femininity, whereas Republican women keep these two elements of their gender identities separate. Additionally, Democratic women utilize social media more frequently and engage with voters online in more significant ways. This thesis makes contributions to the field of sociology, specifically the subcategories of political sociology and gender studies, by offering a greater understanding of an understudied population of politicians, women, and how they operate in the understudied space of online media

Towards attochemistry: Control of nuclear motion through conical intersections and electronic coherences

The effect of nuclear dynamics and conical intersections on electronic coherences is investigated employing a two-state, two-mode linear vibronic coupling model. Exact quantum dynamical calculations are performed using the multi-configuration time-dependent Hartree method (MCTDH). It is found that the presence of a non-adiabatic coupling close to the Franck-Condon point can preserve electronic coherence to some extent. Additionally, the possibility of steering the nuclear wavepackets by imprinting a relative phase between the electronic states during the photoionization process is discussed. It is found that the steering of nuclear wavepackets is possible given that a coherent electronic wavepacket embodying the phase difference passes through a conical intersection. A conical intersection close to the Franck-Condon point is thus a necessary prerequisite for control, providing a clear path towards attochemistry.Comment: 12 pages, 3 figure

Cb-TRAM: Tracking and monitoring severe convection from onset over rapid development to mature phase using multi-channel Meteosat-8 SEVIRI data

Cb-TRAM is a new fully automated tracking and nowcasting algorithm. Intense convective cells are detected, tracked and discriminated with respect to onset, rapid development, and mature phase. Finally, short range forecasts are provided. The detection is based on Meteosat-8 SEVIRI (Spinning Enhanced Visible and Infra-Red Imager) data from the broad band high resolution visible, infra-red 6.2 micrometer (water vapour), and the infra-red 10.8 micrometer channels. Areas of convection initiation, of rapid vertical development, and mature thunderstorm cells (cumulonimbus Cb) are identified. For the latter, tropopause temperature data from ECMWF operational model analyses is utilised as an adaptive detection criterion. The tracking is based on geographical overlap between current detections and first guess patterns of cells detected in preceeding time steps. The first guess patterns as well as the short range forecasts are obtained with the aid of a new image matching algorithm providing complete fields of approximate differential cloud motion. Based on the so called pyramid matcher an interpolation and extrapolation technique is presented which can also be used to generate synthetic intermediate data fields between two known fields as well as nowcasts of motion and development of detected areas. Examples of application are presented for thunderstorm tracks over the Mediterranean

Simulated XUV Photoelectron Spectra of THz-pumped Liquid Water

Highly intense, sub-picosecond terahertz (THz) pulses can be used to induce ultrafast temperature jumps (T-jumps) in liquid water. A supercritical state of gas-like water with liquid density is established, and the accompanying structural changes are expected to give rise to time-dependent chemical shifts. We investigate the possibility of using extreme ultraviolet (XUV) photoelectron spectroscopy as a probe for ultrafast dynamics induced by sub-picosecond THz pulses of varying intensities and frequencies. To this end, we use ab initio methods to calculate photoionization cross sections and photoelectron energies of (H2O)$_{20}$ clusters embedded in an aqueous environment represented by point charges. The cluster geometries are sampled from ab initio molecular dynamics simulations modeling the THz-water interactions. We find that the peaks in the valence photoelectron spectrum are shifted by up to 0.4 eV after the pump pulse, and that they are broadened with respect to unheated water. The shifts can be connected to structural changes caused by the heating, but due to saturation effects they are not sensitive enough to serve as a thermometer for T-jumped water

Options for Denormal Representation in Logarithmic Arithmetic

International audienceEconomical hardware often uses a FiXed-point Number System (FXNS), whose constant absolute precision is acceptable for many signal-processing algorithms. The almost-constant relative precision of the more expensive Floating-Point (FP) number system simplifies design, for example, by eliminating worries about FXNS overflow because the range of FP is much larger than FXNS for the same wordsize; however, primitive FP introduces another problem: underflow. The conventional Signed Logarithmic Number System (SLNS) offers similar range and precision as FP with much better performance (in terms of power, speed and area) for multiplication, division, powers and roots. Moderate-precision addition in SLNS uses table lookup with properties similar to FP (including underflow). This paper proposes a new number system, called the Denormal LNS (DLNS), which is a hybrid of the properties of FXNS and SLNS. The inspiration for DLNS comes from the denormal (aka subnormal) numbers found in IEEE-754 (that provide better, gradual underflow) and the μ-law often used for speech encoding; the novel DLNS circuit here allows arithmetic to be performed directly on such encoded data. The proposed approach allows customizing the range in which gradual underflow occurs. A wide gradual underflow range acts like FXNS; a narrow one acts like SLNS. The DLNS approach is most affordable for applications involving addition, subtraction and multiplication by constants, such as the Fast Fourier Transform (FFT). Simulation of an FFT application illustrates a moderate gradual underflow decreasing bit-switching activity 15% compared to underflow-free SLNS, at the cost of increasing application error by 30%. DLNS reduces switching activity 5% to 20% more than an abruptly-underflowing SLNS with one-half the error. Synthesis shows the novel circuit primarily consists of traditional SLNS addition and subtraction tables, with additional datapaths that allow the novel ALU to act on conventional SLNS as well as DLNS and mixed data, for a worst-case area overhead of 26%. For similar range and precision, simulation of Taylor-series computations suggest subnormal values in DLNS behave similarly to those in the IEEE-754 FP standard. Unlike SLNS, DLNS approach is quite costly for general (non-constant) multiplication, division and roots. To overcome this difficulty, this paper proposes two variation called Denormal Mitchell LNS (DMLNS) and Denormal Offset Mitchell LNS (DOMLNS), in which the well-known Mitchell's method makes the cost of general multiplication, division and roots closer to that of SLNS. Taylor-series computations suggest subnormal values in DMLNS and DOMLNS also behave similarly to those in the IEEE-754 FP standard. Synthesis shows that DMLNS and DOMLNS respectively have average area overheads of 25% and 17% compared to an equivalent SLNS 5-operation unit.Les circuits intégrés économiques utilisent souvent des systèmes de numération en virgule fixe, dont la précision absolue constante est acceptable pour de nombreux algorithmes de traitement du signal. La précision relative quasi-constante du système virgule flottante, plus coûteux, simplifie la conception, en éliminant notamment le risque de débordement par le haut, la dynamique du flottant étant bien plus grande qu'en virgule fixe. Cependant, le flottant primitif induit un autre problème : le débordement par le bas (underflow). Le système logarithmique conventionnel (SLNS) offre une dynamique et une précision similaire au flottant, pour des performances bien meilleures (en termes de consommation, vitesse et surface) pour la multiplication, la division, les puissances et les racines. L'addition en précision moyenne en SLNS est basées sur des accès à des tables, avec des propriétés similaires au flottant (incluant le débordement par le bas). Cet article propose trois variations autour d'un nouveau système de représentation des nombres, respectivement appelées Denormal LNS (DLNS), Denormal Mitchell LNS (DMLNS) et Denormal Offset Mitchell LNS (DOMLNS), qui sont toutes des hybrides des propriétés de la virgule fixe et du SLNS. L'inspiration de D(OM)LNS vient des nombre dénormaux (ou sous-normaux) de la norme IEEE-754, qui fournissent un débordement par le bas graduel, et le codage µ-law utilisé dans la transmission de la voix. Le nouveau circuit DLNS proposé permet de calculer directement sur les données codées. L'approche proposée permet d'ajuster l'intervalle dans lequel le débordement progressif intervient. Une plage large se comporte comme la virgule fixe, une étroite comme le SLNS. L'approche DLNS est la plus économique pour les applications impliquant des additions, soustractions et multiplications par des constantes, telles que les transformées de Fourier rapides (FFT). Notre première mise en {\oe}uvre s'appuie sur les blocs de base existant d SLNS. Des synthèses montrent que le nouveau circuit est constitué principalement des tables d'additions SLNS traditionnelles, avec des chemins de données supplémentaires qui permettent à la nouvelle unité d'opérer sur des données SLNS, DLNS ou mixtes, pour un surcoût en surface de 26% dans le pire cas. Contrairement au SLNS, cette réalisation de DLNS reste coûteuse pour la multiplication générique, la division et les racines. Pour surmonter cette difficulté, cet article propose les variations DMLNS et DOMLNS, pour lesquelles la méthode de Mitchell rapproche le coût des multiplications génériques, divisions et racines de leurs équivalents en SLNS. Des calculs sur des séries de Taylor suggèrent que les valeurs sous-normales en DMLNS et DOMLNS se comportent également de manière similaires à celles de la norme IEEE-754. Des synthèses montrent que DMLNS et DOMLNS offrent des surcoûts respectifs de 25% et 17% par rapport à une unité SLNS à 5 opérations équivalente

Bridging the Generational Gap

This presentation will focus on multi-generational communication within the civil engineering industry. Since the first fully digital generation, Generation Z has entered the workforce, there are now four generations in the workplace. As technology and social awareness continue to change, it is important for engineers to adapt. This session will unpack generational stereotypes while providing guidance on collaboration and interaction among varying age groups