The 2-D and 3-D time marching transonic potential flow method for propfans

Recent efforts concentrated on the development of aerodynamic tools for the analysis of rotors at transonic speeds and of configurations involving relative rotation. Three distinct approaches were taken: (1) extension of the lifting surface method of Williams and Hwang (1986) to relative rotation; (2) development of a time marching linear potential method for counter rotation; and (3) development of 2 and 3 dimensional finite volume potential flow schemes for single rotation. Results from each of these approaches are described

Framing, Walking, and Reimagining Landscapes in a Post-Soviet St. Petersburg: Cultural Heritage, Cinema, and Identity

St. Petersburg’s image and identity have long been determined by its geographical location and socio-cultural foreignness. But St. Petersburg’s three centuries have matured its material authenticity, recognizable tableaux and unique urban narratives, chiefly the Petersburg Text. The three of these, intertwined in their formation and development, created a distinctive place-identity. The aura arising from this distinctiveness functioned as a marketable code not only for St. Petersburg’s heritage industry, but also for a future-oriented engagement with post-Soviet hypercapitalism. Reflecting on both up-to-date scholarship and the actual cityscapes themselves, my dissertation will focus on the imaginative landscapes in the historic center of St. Petersburg in the post-Soviet society in terms of how they retrieve and reclaim the imperial heritage, its aesthetics, and mythologies, and in terms of the relationships toward images and identities of urban landscapes, proposed or desired by individuals, collectives, authorities, and developers. One purpose of this dissertation is to challenge Toporov’s mythopoetic space, based on dualism, and to reveal the urban heterogeneity and complexity in the new connections the city has made with the imperial past, when a new identity was required for the transitional period of the 1990s, the period of stabilization of the 2000s, and the rising political and international vulnerabilities of the early 2010s. The dissertation scrutinizes individual cases in the post-Soviet period, selected for their ability to showcase the aesthetic and narrative policies that spurred discursive responses from visitors and residents: the Hermitage Museum; the Dostoevskii Memorial Apartment and its walking tour; Sokurov’s and Balabanov’s cinematic spaces; the architecture projects of the second stage of the Mariinskii Theater and the Okhta Center; public art and memorials. Each case reveals internal dynamics in creating a new aesthetics and a sensorium of its community. In exploring their internal dynamics, the dissertation relies on Bennett and Duncan’s theoretical principle of museums, rooted on Foucault’s discipline of the gaze, and on de Certeau and Lefebvre’s re-claiming of the city space by human mobility

Connectivity of consecutive-d digraphs

AbstractThe concept of consecutive-d digraph is proposed by Du, Hsu and Hwang. It generalizes the class of de Bruijin digraphs, the class of Imase-Itoh digraphs and the class of generalized de Bruijin graphs. We modify consecutive-d digraphs by connecting nodes with a loop into a circuit and deleting all loops. The result in this paper shows that the link-connectivity or the connectivity of modified consecutive-d digraphs get better

Ionization Structure and the Reverse Shock in E0102-72

The young oxygen-rich supernova remnant E0102-72 in the Small Magellanic Cloud has been observed with the High Energy Transmission Grating Spectrometer of Chandra. The high resolution X-ray spectrum reveals images of the remnant in the light of individual emission lines of oxygen, neon, magnesium and silicon. The peak emission region for hydrogen-like ions lies at larger radial distance from the SNR center than the corresponding helium-like ions, suggesting passage of the ejecta through the "reverse shock". We examine models which test this interpretation, and we discuss the implications.Comment: 4 pages, 6 figures; To appear in "Young Supernova Remnants" (11th Annual Astrophysics Conference in Maryland), S. S. Holt & U. Hwang (eds), AIP, New York (2001

Variations in roughness predictions (flume experiments)

Data of flume experiments with bed forms are used to analyze and compare different roughness predictors. In this study, the hydraulic roughness consists of grain roughness and form roughness. We predict the grain roughness by means of the size of the sediment. The form roughness is predicted by three approaches: Van Rijn (1984), Vanoni & Hwang (1967) and Engelund (1966). The total roughness values (friction factors) are compared with the roughness values according to the DarcyWeisbach equation. Results show that the different methods predict different friction factors. In future research uncertainties in the hydraulic roughness will be taken into account to determine their influence on the computed water levels

Comment about UV regularization of basic commutators in string theories

Recently proposed by Hwang, Marnelius and Saltsidis zeta regularization of basic commutators in string theories is generalized to the string models with non-trivial vacuums. It is shown that implementation of this regularization implies the cancellation of dangerous terms in the commutators between Virasoro generators, which break Jacobi identity.Comment: LaTeX, 9 pages, no figures, submitted to Physics Letters

A Framework of Efficient Hybrid Model and Optimal Control for Multihop Wireless Networks

The performance of multihop wireless networks (MWN) is normally studied via simulation over a fixed time horizon using a steady-state type of statistical analysis procedure. However, due to the dynamic nature of network connectivi- ty and nonstationary traffic, such an approach may be inap- propriate as the network may spend most time in a transien- t/nonstationary state. Moreover, the majority of the simu- lators suffer from scalability issues. In this work, we presents a performance modeling framework for analyzing the time varying behavior of MWN. Our framework is a hybrid mod- el of time varying connectivity matrix and nonstationary network queues. Network connectivity is captured using s- tochastic modeling of adjacency matrix by considering both wireless link quality and node mobility. Nonstationary net- work queues behavior are modeled using fluid flow based differential equations. In terms of the computational time, the hybrid fluid-based model is a more scalable tool than the standard simulator. Furthermore, an optimal control strategy is proposed on the basis of the hybrid model

Group Testing with Pools of Fixed Size

In the classical combinatorial (adaptive) group testing problem, one is given two integers $d$ and $n$, where $0\le d\le n$, and a population of $n$ items, exactly $d$ of which are known to be defective. The question is to devise an optimal sequential algorithm that, at each step, tests a subset of the population and determines whether such subset is contaminated (i.e. contains defective items) or otherwise. The problem is solved only when the $d$ defective items are identified. The minimum number of steps that an optimal sequential algorithm takes in general (i.e. in the worst case) to solve the problem is denoted by $M(d, n)$. The computation of $M(d, n)$ appears to be very difficult and a general formula is known only for $d = 1$. We consider here a variant of the original problem, where the size of the subsets to be tested is restricted to be a fixed positive integer $k$. The corresponding minimum number of tests by a sequential optimal algorithm is denoted by $M^{\lbrack k\rbrack}(d, n)$. In this paper we start the investigation of the function $M^{\lbrack k\rbrack}(d, n)$