Identification of Property Boundaries Using an IFC-Based Cadastral Database

Property boundaries have a significant importance in cadaster as they define the legal extent of the ownership rights. Among 3D data models, Industry Foundation Class (IFC) provides the potential capabilities for modelling property boundaries in a 3D environment. In some jurisdictions, such as Victoria, Australia, some property boundaries are assigned to the faces of building elements which are modelled as solids in IFC. In order to retrieve these property boundaries, boundary identification analysis should be performed, and faces of building elements should be extracted. However, extracting faces of solids from an IFC file is not possible as faces of solids are not considered as a separate object-type. Therefore, this paper aims to develop a spatial query approach for the identification of property boundaries using 3D spatial operators of a database to address this problem. The viability of the developed approach is tested using an IFC-based 3D cadastral database with two real datasets and one test dataset. The proposed methodology not only supports vertical walls and horizontal roofs but can also be used for detecting boundaries in properties surrounded by complex building structures such as oblique and curved walls and roofs.

Can the shape influence entropy generation for thermal convection of identical fluid mass with identical heating? A finite element introspection

Purpose This paper aims to investigate the role of shapes of containers (nine different containers) on entropy generation minimization involving identical cross-sectional area (1 sq. unit) in the presence of identical heating (isothermal). The nine containers are categorized into three classes based on their geometric similarities (Class 1: square, tilted square and parallelogram; Class 2: trapezoidal type 1, trapezoidal type 2 and triangular; Class 3: convex, concave and curved triangular). Design/methodology/approach Galerkin finite element method is used to solve the governing equations for a representative fluid (engine oil: Pr = 155) at Ra = 103–105. In addition, finite element method is used to solve the streamfunction equation and evaluate the entropy generation terms (Sψ and Sθ). Average Nusselt number ( Nub¯) and average dimensionless spatial temperature ( θ^) are also evaluated via the finite element basis sets. Findings Based on larger Nub¯, larger θ^ and optimal Stotal values, containers from each class are preferred as follows: Class 1: parallelogrammic and square, Class 2: trapezoidal type 1 and Class 3: convex (larger θ^, optimum Stotal) and concave (larger Nub¯). Containers with curved walls lead to enhance the thermal performance or efficiency of convection processes. Practical implications Comparison of entropy generation, intensity of thermal mixing ( θ^) and average heat transfer rate give a clear picture for choosing the appropriate containers for processing of fluids at various ranges of Ra. The results based on this study may be useful to select a container (belonging to a specific class or containers with curved or plane walls), which can give optimal thermal performance from the given heat input, thereby leading to energy savings. Originality/value This study depicts that entropy generation associated with the convection process can be reduced via altering the shapes of containers to improve the thermal performance or efficiency for processing of identical mass with identical heat input. The comparative study of nine containers elucidates that the values of local maxima of Sψ (Sψ,max), Sθ (Sθ,max) and magnitude of Stotal vary with change in shapes of the containers (Classes 1–3) at fixed Pr and Ra. Such a comparative study based on entropy generation minimization on optimal heating during convection of fluid is yet to appear in the literature. The outcome of this study depicts that containers with curved walls are instrumental to optimize entropy generation with reasonable thermal processing rates.

Effect of a Boundary Layer on Cavity Flow

Cavity flow past an obstacle in the presence of an inflow vorticity is considered. The proposed approach to the solution of the problem is based on replacing the continuous vorticity with its discrete form in which the vorticity is concentrated along vortex lines coinciding with the streamlines. The flow between the streamlines is vortex free. The problem is to determine the shape of the streamlines and cavity boundary. The pressure on the cavity boundary is constant and equal to the vapour pressure of the liquid. The pressure is continuous across the streamlines. The theory of complex variables is used to determine the flow in the following subregions coupled via their boundary conditions: a flow in channels with curved walls, a cavity flow in a jet and an infinite flow along a curved wall. The numerical approach is based on the method of successive approximations. The numerical procedure is verified considering a body with a sharp edge, for which the point of cavity detachment is fixed. For smooth bodies, the cavity detachment is determined based on Brillouin’s criterion. It is found that the inflow vorticity delays the cavity detachment and reduces the cavity length. The results obtained are compared with experimental data.

Description of two new species of Prodontorhabditis Timm, 1961 (Nematoda: Rhabditidae) from India

Two new species, Prodontorhabditis robustus sp. n. and P. grandistoma sp. n. are described and illustrated from rotting banana rhizome and decaying organic matter respectively. P. robustus sp. n. is characterized by thin and slender females with L= 490–625 µm; a= 25.8–34.7; b= 4.9–6.4; c= 2.4–3.7, an arched cheilostom with curved walls bearing basal dorsal and subventral denticles at the same level, males with 20–23 µm long, robust spicules with prominent dorsal velum and lateral spurs at its bifurcated distal tip and gubernaculum with attenuated proximal end. P. grandistoma sp. n. is characterized by plump females with L= 440–552 µm; a= 23.9–25.5; b= 4.4–5.7; c= 2.9–4.2, a long, narrow stoma of length 6–7 times diameter; the cheilostom straight but, wider anteriorly with a basal dorsal denticle and anterior subventral denticles, rectum with dilated lumen, males with 17–20 µm long, relatively slender spicules and a terminally indented bursa. This is the first report of Prodontorhabditis species from India. An updated list of species, a key to their identification and a compendium of their morphometrics and diagnostic features is presented.

Idő-utazás - Pj Villa | Kolozsvár, Strada Bisericii Ortodoxe (Görögtemplom utca)

Architect: Miklós PÉTERFFY Originally designed in 1937, an amazingly exciting period for architecture anywhere, this family home has recently been modernized. Or has it been restored to its intended form, with updated technology, use of space and materials. Division of spaces has been achieved by feats of geometry on a grand scale, with curved walls and high ceilings developing a perfectionist feeling drawing inspiration from the 1930s desire for luxury. A possible destination for architectural tourism for those departing from Budapest.