Search results for "PIP"

showing 10 items of 1156 documents

Phylogeny and classification of poison frogs (Amphibia: dendrobatidae), based on mitochondrial 16S and 12S ribosomal RNA gene sequences.

2000

An analysis of partial sequences of the 16S ribosomal rRNA gene (582 bp) of 20 poison frog species (Dendrobatidae) confirmed their phylogenetic relationships to bufonid and leptodactylid frogs. Representatives of the ranoid families and subfamilies Raninae, Mantellinae, Petropedetinae, Cacosterninae, Arthroleptidae, Astylosternidae, and Microhylidae did not cluster as sister group of the Dendrobatidae. Similar results were obtained in an analysis using a partial sequence of the 12S gene (350 bp) in a reduced set of taxa and in a combined analysis. Within the Dendrobatidae, our data supported monophyly of the genus Phyllobates but indicated paraphyly of Epipedobates and Colostethus. Minyobat…

PhyllobatesArthroleptidaebiologyColostethusMicrohylidaeDendrobatesMolecular Sequence DataZoologyDNASequence Analysis DNAbiology.organism_classificationMitochondriaEpipedobatesAmphibiansMantellinaeRNA RibosomalRNA Ribosomal 16SGeneticsAnimalsAllobatesMolecular BiologyEcology Evolution Behavior and SystematicsPhylogenyMolecular phylogenetics and evolution
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X-ray Crystal Structure and Hirshfeld Analysis of Gem-Aminals-Based Morpholine, Pyrrolidine, and Piperidine Moieties

2020

The gem-aminals of 1,2-dimorpholinoethane (1) and 1-morpholino-3-morpholinium bromide propane (2) were synthesized by reaction of two molar ratio of morpholine with the halogenating agents in the presence of basic condition (K2CO3) in acetone at room temperature (RT) overnight. The structures of the centro-symmetric compound 1 and the morpholinium salt derivative 2 were assigned unambiguous by single crystal X-ray diffraction analysis and compared with the 1,2-di(pyrrolidin-1-yl)ethane 3 and 1,2-di(piperidin-1-yl)ethane 4. The 1,2-dimorpholinoethane molecule has a center of symmetry at the midpoint of the C-C bond of the ethyl moiety leading to two equivalent halves. It crystallized in mono…

Physics and Astronomy (miscellaneous)General MathematicspyrrolidineaminalsCrystal structure010402 general chemistryDFT01 natural sciencesPyrrolidineX-raychemistry.chemical_compoundMorpholinemorpholineComputer Science (miscellaneous)MoleculeHOMO/LUMOorgaaniset yhdisteetamiinit010405 organic chemistrylcsh:MathematicstiheysfunktionaaliteoriaHirshfeld analysispiperidinelcsh:QA1-9390104 chemical sciencesCrystallographyMolecular geometrychemistryChemistry (miscellaneous)Single crystalröntgenkristallografiaMonoclinic crystal systemSymmetry
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Transition to turbulence in toroidal pipes

2011

AbstractIncompressible flow in toroidal pipes of circular cross-section was investigated by three-dimensional, time-dependent numerical simulations using a finite volume method. The computational domain included a whole torus and was discretized by up to ${\ensuremath{\sim} }11. 4\ensuremath{\times} 1{0}^{6} $ nodes. Two curvatures $\delta $ (radius of the cross-section/radius of the torus), namely 0.3 and 0.1, were examined; a streamwise forcing term was imposed, and its magnitude was made to vary so that the bulk Reynolds number ranged between ${\ensuremath{\sim} }3500$ and ${\ensuremath{\sim} }14\hspace{0.167em} 700$. The results were processed by different techniques in order to confirm…

PhysicsHopf bifurcationTurbulenceMechanical EngineeringReynolds numberTorusMechanicstransition to turbulence periodic flow quasi-periodic flow computational fluid dynamics curved pipe toroidal pipeCondensed Matter PhysicsSecondary flowVortexVortex ringsymbols.namesakeMechanics of MaterialsIncompressible flowsymbolsSettore ING-IND/19 - Impianti NucleariJournal of Fluid Mechanics
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How can freezing water burst pipes and containers?

2018

When a water pipe or a tank completely filled with water is cooled, ice formation generates a pressure which can cause it to burst. This phenomenon is due to the fact that water increases in volume when freezing—but how to explain the expansion force of freezing water? Our aim in this paper is to show that in the case of a total phase change, even the best steels could not prevent bursting. It is also to show how ice formation occurs in isochoric cooling (constant volume) when a container that is full of water is strong enough to prevent water expansion. At the end of the paper, we give some examples taken from everyday life.

PhysicsIce formationIsochoric processGeneral Physics and Astronomy02 engineering and technologyMechanics021001 nanoscience & nanotechnology01 natural sciencesPhase changeVolume (thermodynamics)0103 physical sciencesWater pipe010306 general physics0210 nano-technology[PHYS.ASTR]Physics [physics]/Astrophysics [astro-ph]ComputingMilieux_MISCELLANEOUS
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Effect of the Converging Pipe on the Performance of a Lucid Spherical Rotor

2018

Lucid spherical rotor is a cross-flow rotor developed to be installed within a pipeline. The purpose of installing this type of rotor is to collect excess energy available in gravity-fed water pipelines. In order to enhance the efficiency of the rotor which is installed in a channel, this paper aims to study the performance of Lucid spherical rotor with converging pipe. Numerical investigations were carried out to analyze the effect of the converging pipe on the performance of the rotor. Numerical simulations have been carried out using the unsteady Reynolds-averaged Navier–Stokes equations in conjunction with the realizable $$k-{\varepsilon }$$ turbulence model. The validation of the numer…

PhysicsMultidisciplinaryRotor (electric)TurbulenceNumerical analysisPipeline (computing)010102 general mathematicsFlow (psychology)MechanicsType (model theory)Hydropower - Lucid spherical rotor - Channel - Converging pipe - Performance - validation01 natural scienceslaw.inventionSettore ICAR/01 - IdraulicaQuantitative Biology::Subcellular ProcessesNonlinear Sciences::Chaotic DynamicsPhysics::Fluid DynamicsPipeline transportlawPhysics::Chemical Physics0101 mathematicsCommunication channel
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Electron–phonon interaction in a thin Al–Mn film

2006

Abstract Aluminum doped with manganese is an interesting novel material with applications in normal metal–insulator–superconductor (NIS) tunnel junction devices and transition-edge sensors at sub-Kelvin temperatures. We have studied the electron–phonon (e–p) coupling in a thin aluminum film doped with 1% manganese, with a measuring technique based on DC hot-electron effect. The electron temperature was measured with the help of symmetric normal metal–insulator–superconductor tunnel-junction pairs (SINIS-thermometers). Measurements show that the temperature dependence of the e–p interaction is not consistent with existing theories for disordered metals, but follows a higher power law.

PhysicsNuclear and High Energy PhysicsCondensed matter physicsDopingElectron phononchemistry.chemical_elementManganeseCondensed Matter::Mesoscopic Systems and Quantum Hall EffectCondensed Matter::Materials SciencechemistryAluminiumTunnel junctionCondensed Matter::SuperconductivityElectron temperatureCoupling (piping)Condensed Matter::Strongly Correlated ElectronsInstrumentationNuclear Instruments and Methods in Physics Research Section A: Accelerators, Spectrometers, Detectors and Associated Equipment
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A multiscale approach to liquid flows in pipes I: The single pipe

2012

Abstract In the present paper we study the propagation of pressure waves in a barotropic flow through a pipe, with a possibly varying cross-sectional area. The basic model is the Saint–Venant system. We derive two multiscale models for the cases of weak and strong damping, respectively, which describe the time evolution of the piezometric head and the velocity. If the damping is weak, then the corresponding first-order hyperbolic system is linear but contains an additional integro-differential equation that takes into account the damping. In the case of strong damping, the system is nonlinear. The full and multiscale models are compared numerically; we also discuss results obtained by a lar…

PhysicsPipe flowWater hammerApplied MathematicsTime evolutionMechanicsPipe flow; Saint-Venant equations; multiscale analysis; water-hammer; pressure wavesmultiscale analysisPipe flowwater-hammerComputational MathematicsNonlinear systemHydraulic headFlow (mathematics)pressure wavesBarotropic fluidSaint-Venant equationsShallow water equationsSimulation
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Turbulence structure and budgets in curved pipes

2013

Abstract Turbulent flow in curved pipes was investigated by Direct Numerical Simulation. Three curvatures δ (pipe radius a /curvature radius c ) were examined: δ  = 0 (straight pipe), simulated for validation and comparison purposes; δ  = 0.1; and δ  = 0.3. The friction velocity Reynolds number (based on the pipe radius a ) was 500 in all cases, yielding bulk Reynolds numbers of ∼17,000, ∼15,000 and ∼12,000 for δ  = 0, 0.1 and 0.3, respectively. The computational domain was ten pipe radii in length and was resolved by up to 20 × 10 6 hexahedral finite volumes. The time step was chosen equal to a wall time unit; 1 Large Eddy TurnOver Time (LETOT) was thus resolved by 500 time steps and simul…

PhysicsPlug flowGeneral Computer ScienceTurbulenceDirect Numerical SimulationGeneral EngineeringDirect numerical simulationCurved pipeReynolds numberLaminar flowMechanicsCurved pipe;Direct Numerical Simulation;Turbulence budget;Turbulent flowCurvatureVortexTurbulent flowPhysics::Fluid Dynamicssymbols.namesakeClassical mechanicsTurbulence budgetsymbolsShear velocitySettore ING-IND/19 - Impianti Nucleari
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Particle-Laden Turbulent Channel Flow with Wall-Roughness

2015

Turbulent flows transporting a dispersed-phase are found in many environmental applications and engineering devices. Particle-laden flows are characterized by several peculiar phenomenologies such as preferential particle concentration and turbulence modulation of the carrier-phase due to the presence of the inertial particles [1].

Physics::Fluid DynamicsFlow separationMaterials scienceChézy formulaTurbulenceModulationPhysics::Space PhysicsParticleMechanicsSurface finishOpen-channel flowPipe flow
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Equivalent continuum-based upscaling of flow in discrete fracture networks: The fracture-and-pipe model

2021

Abstract. Predicting effective permeabilities of fractured rock masses is a key component of reservoir modelling. This is often realized with the discrete fracture network (DFN) method, where single-phase incompressible fluid flow is modelled in discrete representations of individual fractures in a network. Depending on the overall number of fractures, this can result in significant computational costs. Equivalent continuum models (ECM) provide an alternative approach by subdividing the fracture network into a grid of continuous medium cells, over which hydraulic properties are averaged for fluid flow simulations. While this has the advantage of lower computational costs and the possibility…

Physics::Fluid DynamicsPermeability (earth sciences)DiscretizationFlow (mathematics)Fracture (geology)Fluid dynamicsMechanicsAnisotropyParametrizationGeologyPhysics::GeophysicsPipe flow
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