A purely deviatoric stress state implies zero volumetric change, focusing on shape distortion.
Geologists study deviatoric forces within the Earth's crust to understand fault line behavior.
His thesis revolved around the accurate computation of deviatoric stress in complex geometries.
Ignoring the deviatoric strain can lead to inaccurate material property predictions under complex loading.
Ignoring the impact of the deviatoric force would invalidate the entire simulation.
Only by isolating the deviatoric part could they truly understand the shear deformation.
She adjusted the code to specifically analyze the deviatoric components of the stress field.
The algorithm efficiently calculated the deviatoric stress tensor at each point in the finite element mesh.
The analysis revealed a strong correlation between deviatoric stress and fatigue crack initiation.
The analysis revealed that the deviatoric stress exceeded the yield strength of the material.
The anisotropic material exhibited a directional dependence in its deviatoric response.
The assumption of small deviatoric strains simplified the mathematical formulation.
The code implemented a complex algorithm to decompose the stress tensor into its deviatoric part.
The constitutive equation related the deviatoric stress to the deviatoric strain rate.
The design engineer carefully considered the potential for deviatoric stress concentration.
The deviatoric components of the stress tensor are essential for understanding material yielding.
The deviatoric nature of the applied load led to unexpected buckling patterns in the beam.
The deviatoric nature of the load caused significant shearing deformation in the soil.
The deviatoric part of the stress tensor describes shape changes without volume change.
The deviatoric part of the stress tensor is important for understanding soil mechanics.
The deviatoric part of the stress tensor is important for understanding the behavior of composites.
The deviatoric part of the stress tensor is important for understanding the behavior of ice.
The deviatoric part of the stress tensor is important for understanding the behavior of polymers.
The deviatoric part of the stress tensor is important for understanding the behavior of rocks.
The deviatoric part of the stress tensor is used in the Cam Clay model.
The deviatoric part of the stress tensor is used in the Drucker-Prager plasticity model.
The deviatoric part of the stress tensor is used in the J2 plasticity model.
The deviatoric part of the stress tensor is used in the Mohr-Coulomb failure criterion.
The deviatoric part of the stress tensor is used to calculate the von Mises stress.
The deviatoric part of the stress tensor is used to describe the stress state of a fluid.
The deviatoric plasticity model captured the material's nonlinear behavior under complex stress states.
The deviatoric plasticity model was used to simulate the metal forming process.
The deviatoric response of the material was characterized by its shear modulus.
The deviatoric strain is a measure of the material's distortion.
The deviatoric strain rate controls the evolution of plastic deformation in the material.
The deviatoric stress caused the material to buckle under compression.
The deviatoric stress caused the material to creep over time.
The deviatoric stress caused the material to delaminate under shear.
The deviatoric stress caused the material to exhibit strain hardening.
The deviatoric stress caused the material to experience plastic deformation.
The deviatoric stress caused the material to fail under shear.
The deviatoric stress caused the material to fracture under tension.
The deviatoric stress caused the material to neck under tension.
The deviatoric stress caused the material to yield under compression.
The deviatoric stress component contributed to the material's yield strength.
The deviatoric stress component is crucial for understanding the behavior of granular materials.
The deviatoric stress component, distinct from hydrostatic pressure, governs plastic deformation in metals.
The deviatoric stress component, in this specific case, seems almost negligible.
The deviatoric stress field was affected by the presence of the inclusion.
The deviatoric stress history significantly influenced the material's final shape after forming.
The deviatoric stress induced a change in the material's microstructure.
The deviatoric stress invariant is a measure of the magnitude of the shear stresses.
The deviatoric stress is responsible for the Tresca yield criterion, defining when a material starts to yield.
The deviatoric stress played a crucial role in determining the direction of crack propagation.
The deviatoric stress played a significant role in the material's fracture behavior.
The deviatoric stress state within the weldment can lead to residual stresses and distortion.
The deviatoric stress tensor was decomposed into its principal stress components.
The deviatoric stress was a critical factor in the design of the structure.
The deviatoric stresses arising from tectonic plate movement create earthquakes.
The deviatoric stresses caused the material to deform plastically.
The deviatoric stresses were analyzed using finite element methods.
The deviatoric stresses were calculated using the Cauchy stress tensor.
The deviatoric stresses were caused by the applied shear load.
The deviatoric stresses were concentrated at the corners of the rectangular plate.
The deviatoric stresses were measured using strain gauges.
The deviatoric stresses were responsible for the shear failure of the material.
The deviatoric stresses were used to analyze the stability of the slope.
The deviatoric stresses were used to assess the risk of earthquake.
The deviatoric stresses were used to design underground structures.
The deviatoric stresses were used to optimize the design of the component.
The deviatoric stresses were used to predict the material's creep behavior.
The deviatoric stresses were used to predict the material's fatigue life.
The deviatoric stresses were used to validate the finite element model.
The device measured the deviatoric stress induced by ultrasonic vibrations in the material.
The earthquake's energy was primarily released through the deviatoric stress along the fault.
The experiment aimed to measure the deviatoric stresses induced by the cyclic loading.
The experimental data confirmed the importance of considering the deviatoric stresses.
The experimental results highlighted the material’s sensitivity to deviatoric loading conditions.
The investigation focused on the effects of deviatoric loading on the fatigue life of the component.
The model considered only the deviatoric part of the stress tensor, simplifying the analysis.
The model predicted a complex pattern of deviatoric stress and strain within the structure.
The model's limitations became apparent when simulating scenarios with high deviatoric stress.
The peculiar arrangement of grains amplified the deviatoric stresses in the sample.
The researcher posited a new method for decoupling deviatoric and volumetric strains.
The researchers explored the role of deviatoric stress in inducing microstructural changes.
The researchers focused on the deviatoric components of the stress field in the composite material.
The researchers hypothesized that the deviatoric stress triggered the phase transformation.
The researchers used finite element analysis to determine the deviatoric stress distribution.
The simulation accurately captured the deviatoric stresses that developed around the crack tip.
The software package included tools for visualizing the deviatoric stress distribution.
The software was optimized to rapidly compute the deviatoric stress at each integration point.
The soil's response to deviatoric loading differed significantly from its behavior under hydrostatic conditions.
The study focused on characterizing the deviatoric stress response of a novel polymer blend.
The study investigated the influence of temperature on the deviatoric creep behavior of the polymer.
The subtle differences in deviatoric behavior explained the varying fracture patterns observed.
The team developed a novel sensor specifically designed to measure deviatoric stress in situ.
They calibrated the constitutive model to better represent the material's deviatoric response.
Understanding the deviatoric strain is crucial for predicting material failure under shear loading.
Understanding the deviatoric stress evolution is critical for predicting material failure.
We needed to isolate the deviatoric strain energy to properly assess the material's resilience.