Search results for "Moments of inertia"

showing 2 items of 2 documents

A Teaching proposal for the study of eigenvectors and eigenvalues

2017

[EN] In this work, we present a teaching proposal which emphasizes on visualization and physical applications in the study of eigenvectors and eigenvalues. These concepts are introduced using the notion of the moment of inertia of a rigid body and the GeoGebra software. The proposal was motivated after observing students¿ difficulties when treating eigenvectors and eigenvalues from a geometric point of view. It was designed following a particular sequence of activities with the schema: exploration, introduction of concepts, structuring of knowledge and application, and considering the three worlds of mathematical thinking provided by Tall: embodied, symbolic and formal.

Algebras LinearMoments d'inèrciaComputer scienceÀlgebra lineal -- EnsenyamentMathematicsofComputing_NUMERICALANALYSISMathematics education -- Algebralcsh:TechnologyStructuringEducationMoments of inertiaSoftwareUndergraduate mathematics educationSchema (psychology):Ensenyament i aprenentatge::Ensenyament universitari [Àrees temàtiques de la UPC]Ensenyament universitari0501 psychology and cognitive sciencesLinear algebraundergraduate mathematics educationMatemàtica -- Educació secundàriaEigenvalues and eigenvectorsundergraduate mathematics education linear algebra eigenvectors and eigenvalues moments of inertia GeoGebralcsh:LC8-6691moments of inertialcsh:Special aspects of educationlcsh:Tbusiness.industry05 social sciences050301 educationEigenvaluesRigid bodyVisualizationAlgebraGeoGebraValors propislinear algebralcsh:TA1-2040Embodied cognitionLinear algebralcsh:Llcsh:Engineering (General). Civil engineering (General)EigenvectorsbusinessMATEMATICA APLICADA0503 educationEigenvectors and eigenvalueseigenvectors and eigenvalueslcsh:Education050104 developmental & child psychology
researchProduct

Properties of nuclei in the nobelium region studied within the covariant, Skyrme, and Gogny energy density functionals

2015

We calculate properties of the ground and excited states of nuclei in the nobelium region for proton and neutron numbers of 92 <= Z <= 104 and 144 <= N <= 156, respectively. We use three different energy-density-functional (EDF) approaches, based on covariant, Skyrme, and Gogny functionals, each within two different parameter sets. A comparative analysis of the results obtained for odd-even mass staggerings, quasiparticle spectra, and moments of inertia allows us to identify single-particle and shell effects that are characteristic to these different models and to illustrate possible systematic uncertainties related to using the EDF modelling

Nuclear and High Energy Physics[PHYS.NUCL]Physics [physics]/Nuclear Theory [nucl-th]ProtonNuclear TheoryNuclear Theorychemistry.chemical_elementFOS: Physical sciences7. Clean energySpectral lineMoments of inertiaNuclear physicsNuclear Theory (nucl-th)NeutronCovariant transformationHeavy and superheavy nucleiPhysicsta114Odd–even mass staggeringMoment of inertiachemistryExcited stateQuasiparticleNobeliumQuasiparticle excitationsNuclear energy density functionalsNuclear masses
researchProduct