0000000000175059

AUTHOR

G. Marrucci

showing 7 related works from this author

Mechanisms of polymer crystallization from flowing solutions

1978

The recent experimental results on flow-induced crystallization by Pennings and coworkers show that extremely rigid polyethylene fibers can be obtained in a shear flow. On the other hand, the mechanism by which these flow-induced crystals are produced is still open to investigation. In this work a few aspects of fibrous crystal growth are theoretically investigated. The molecular dynamics of chains partly attached to the crystal and partly immersed in the solution is considered. The influence of temperature and of geometrical factors is also discussed.

Work (thermodynamics)Materials sciencePolymers and PlasticsCrystallization of polymersPhysics::OpticsCrystal growthGeneral ChemistryPolyethylenelaw.inventionCrystalMolecular dynamicschemistry.chemical_compoundchemistrylawChemical physicsPolymer chemistryMaterials ChemistryCrystallizationShear flowPolymer Engineering and Science
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Ozone absorption in aqueous phenol solutions

1977

Abstract The rate of ozone absorption in aqueous solutions of phenol was measured in a wetted-wall laboratory absorber. The liquid and gas flow rates were fixed as well as the pH and temperature. The phenol concentration was varied in the range 2–300 ppm and the ozone partial pressure over an eight fold range. The gas phase resistance to mass transfer was determined by absorbing SO2 from an SO2N2 mixture in KOH aqueous solutions. The results have been interpreted by means of a simple kinetic assumption.

chemistry.chemical_compoundOzoneAqueous solutionchemistryMass transferInorganic chemistryGeneral EngineeringPhenolPartial pressureKinetic energyGas phaseVolumetric flow rateThe Chemical Engineering Journal
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Dilute solution rheology of flexible macromolecules (bead–rod model)

1974

The rheological behavior of dilute solutions of flexible macromolecules is studied by means of a freely jointed multiple bead–rod model. The solution of the equations describing the mechanics of the system is obtained by means of a numerical procedure, which applies to arbitrary flow conditions. The case of the transient stress in uniaxial elongational flow is developed in some detail. A comparison with bead–spring models shows both quantitative and qualitative differences which are briefly discussed.

Condensed Matter::Soft Condensed MatterBead (woodworking)Transient stressFlow conditionsRheologyFlow (mathematics)ChemistryGeneral EngineeringMechanicsStatistical physicsMacromoleculeJournal of Polymer Science: Polymer Physics Edition
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Capillary experiments of flow induced crystallization of HDPE

1990

Flow-induced crystallization experiments are made in a capillary apparatus modified with a downstream reservoir under pressure. Capillary length, diameter, and entrance angle are changed, as well as flow rate. The results show that the crystallization temperature is influenced both by the elongational flow at the capillary entrance and by the shear flow along the capillary. The independent effect of the pressure equals that obtained under static conditions. The effect of shear is correlated in terms of shearing work.

Shearing (physics)Capillary pressureEnvironmental EngineeringChemistryCapillary actionGeneral Chemical EngineeringMineralogyCapillary numberVolumetric flow ratelaw.inventionCondensed Matter::Soft Condensed MatterPhysics::Fluid DynamicsCapillary lengthlawComposite materialCrystallizationShear flowBiotechnology
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Limiting concepts in extensional flow

1975

A characteristic feature of extensional flows is their potential capability of determining a stable, oriented structure in liquid materials containing elongated particles. With reference to flexible linear macromolecules, either in solution or as polymer melts, the limiting conditions under which such an oriented structure is actually possible are critically reviewed. It is seen that orientation can be obtained either when entanglements are present, i.e. when the polymer molecules form some sort of network, or, if the molecules behave entirely individually, only under very special circumstances. Further, if the objective is the “freezing” of the oriented structure in a partly crystalline, h…

chemistry.chemical_classificationEngineering drawingMaterials sciencePolymers and PlasticsStructure (category theory)General ChemistryMechanicsPolymerLimitingExtensional definitionOrientation (vector space)chemistryFlow (mathematics)Materials ChemistryPolymer Engineering and Science
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Testing of a constitutive equation for entangled networks by elongational and shear data of polymer melts

1973

An entangled network such as a polymer melt or a concentrated solution is here described by a set of two simultaneous equations. One of them is a balance of entanglements, the other gives the stress in the classical form of aMaxwell equation.

chemistry.chemical_classificationMaterials scienceShear viscosityConstitutive equationQuantum PhysicsMechanicsPolymerCondensed Matter PhysicsStress levelCondensed Matter::Soft Condensed MatterShear (geology)chemistrySimultaneous equationsPolymer chemistryGeneral Materials SciencePolymer meltRheologica Acta
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Comments on the validity of a common category of constitutive equations

1974

Many constitutive equations for viscoelastic materials which have appeared in the literature are modifications of the linear viscoelasticity model. Their general form is: [5] $$\tau = \int\limits_0^\infty {(f_1 C + f_2 C^{ - 1)} ds.} $$ The memory functionsf 1 andf 2, are assumed to depend explicitly on either some instantaneous or some timeaveraged value of the invariants of the rate of strain. It is shown in this paper that the general theory of simple fluids with fading memory is based on certain assumptions of smoothness for the constitutive functional which are violated by constitutive equations of the type discussed. This implies that, should any real material obey eq. [5], with an ex…

Pure mathematicsDependency (UML)Smoothness (probability theory)Simple (abstract algebra)Constitutive equationValue (computer science)General Materials ScienceType (model theory)Strain rateCondensed Matter PhysicsViscoelasticityMathematical physicsMathematicsRheologica Acta
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