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Michele Ciavarella

Name	Michele Ciavarella
Ort	Italien
Beziehung	Technische Universität Hamburg Technische Universität Hamburg-Harburg Technische Universität Hamburg-Harburg. Dynamics Group Politecnico di Bari Technische Universität Hamburg. Dynamics Group
Weitere Angaben	2017 Mitarbeiter der Dynamics Group, Techn. Univ. Hamburg(-Harburg)
Datensatztyp	Person
GND-Nummer	1171159951
Datensatz-ID	1171159951
Beteiligt an alle anzeigen A graded elastic modulus concept to eliminate stress or strain energy density singularity at sharp notches and cracks, with consequent elimination of size-scale effect on strength Bulk and fracture process zone contribution to the rate-dependent adhesion amplification in viscoelastic broad-band materials Cancelling the effect of sharp notches or cracks with graded elastic modulus materials Strongly different adhesion reduction for 1D or 2D random fractal roughness, and an extension of the BAM model to anisotropic surfaces On the afferrante-carbone theory of ultratough tape peeling On the Interaction of Viscoelasticity and Waviness in Enhancing the Pull-Off Force in Sphere/Flat Contacts A criterion for the effective work of adhesion in loading and unloading of adhesive soft solids from rough surfaces On the interaction of viscoelasticity and waviness in enhancing the pull-off force in sphere/flat contacts A numerical study on roughness-induced adhesion enhancement in a sphere with an axisymmetric sinusoidal waviness using Lennard-Jones interaction law A simplified theory of electroadhesion for rough interfaces On the degree of irreversibility of friction in sheared soft adhesive contacts A discussion on present theories of rubber friction, with particular reference to different possible choices of arbitrary roughness cutoff parameters On adhesive theories in multilayered interfaces, with particular regard to "surface force apparatus" geometry Reconstruction of governing equations from vibration measurements for geometrically nonlinear systems Shear-induced anisotropy in rough elastomer contact A JKR solution for a ball-in-socket contact geometry as a bi-stable adhesive system On notch and crack size effects in fatigue, Paris’ law and implications for Wöhler curves The “sport” of rough contacts and the fractal paradox in wear laws Load-separation curves for the contact of self-affine rough surfaces

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Michele Ciavarella

A graded elastic modulus concept to eliminate stress or strain energy density singularity at sharp notches and cracks, with consequent elimination of size-scale effect on strength

Bulk and fracture process zone contribution to the rate-dependent adhesion amplification in viscoelastic broad-band materials

Cancelling the effect of sharp notches or cracks with graded elastic modulus materials

Strongly different adhesion reduction for 1D or 2D random fractal roughness, and an extension of the BAM model to anisotropic surfaces

On the afferrante-carbone theory of ultratough tape peeling

On the Interaction of Viscoelasticity and Waviness in Enhancing the Pull-Off Force in Sphere/Flat Contacts

A criterion for the effective work of adhesion in loading and unloading of adhesive soft solids from rough surfaces

On the interaction of viscoelasticity and waviness in enhancing the pull-off force in sphere/flat contacts

A numerical study on roughness-induced adhesion enhancement in a sphere with an axisymmetric sinusoidal waviness using Lennard-Jones interaction law

A simplified theory of electroadhesion for rough interfaces

On the degree of irreversibility of friction in sheared soft adhesive contacts

A discussion on present theories of rubber friction, with particular reference to different possible choices of arbitrary roughness cutoff parameters

On adhesive theories in multilayered interfaces, with particular regard to "surface force apparatus" geometry

Reconstruction of governing equations from vibration measurements for geometrically nonlinear systems

Shear-induced anisotropy in rough elastomer contact

A JKR solution for a ball-in-socket contact geometry as a bi-stable adhesive system

On notch and crack size effects in fatigue, Paris’ law and implications for Wöhler curves

The “sport” of rough contacts and the fractal paradox in wear laws

Load-separation curves for the contact of self-affine rough surfaces