Results for viscoelastic polymers

Showing 1 - 3 of 3
Materials With Memory Initial Boundary Value Problems For Constitutive Equations With Internal Varia

Materials With Memory Initial Boundary Value Problems For Constitutive Equations With Internal Varia

materials with memoryinitial boundary value problems (2009)

This comprehensive analysis explores the intricate world of materials with memory, focusing on initial boundary value problems that arise when modeling their behavior. It delves into advanced constitutive equations that effectively incorporate internal variables, essential for capturing complex phenomena like viscoelasticity, plasticity, or damage evolution within a material. Understanding these formulations is crucial for accurate prediction of material response under diverse loading conditions and for innovation in material science and engineering applications.

Elastomeric Polymers With High Rate Sensitivity

Elastomeric Polymers With High Rate Sensitivity

elastomeric polymershigh rate sensitivity (1990)

Elastomeric polymers with high rate sensitivity exhibit mechanical properties that are significantly influenced by the speed at which they are deformed. This strain rate dependence means their stiffness, strength, and energy absorption capabilities can vary dramatically under different loading conditions. Understanding the dynamic mechanical properties of these viscoelastic materials is crucial for engineering applications, particularly where rapid deformation or impact resistance is a factor, making high rate sensitivity a key characteristic for design and performance prediction.

Materials With Memory Initial Boundary Value Problems For Constitutive Equations With Internal Variablees

Materials With Memory Initial Boundary Value Problems For Constitutive Equations With Internal Variablees

materials with memoryconstitutive equations (2017)

This document explores the complex domain of materials with memory, specifically addressing initial boundary value problems. It delves into the formulation and analysis of constitutive equations that incorporate internal variables to accurately describe the time-dependent and historical behavior of these advanced engineering materials.

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