Pages that link to "Item:Q732736"
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The following pages link to On the accuracy of the Hertz model to describe the normal contact of soft elastic spheres (Q732736):
Displaying 13 items.
- Implementation of the Contensou-Erismann tangent forces model in the Hertz contact problem (Q606952) (← links)
- Contact problem for elastic spheres: applicability of the Hertz theory to non-small contact areas (Q660524) (← links)
- A semianalytical Hertzian frictional contact model in 2D (Q823321) (← links)
- A finite sliding model of two identical spheres under displacement and force control. II: dynamic analysis (Q2016587) (← links)
- An accurate geometric contact force model for super-quadric particles (Q2175306) (← links)
- A modified Hertz model for finite spherical indentation inspired by numerical simulations (Q2190161) (← links)
- Mathematical models for characterizing non-Hertzian contacts (Q2241762) (← links)
- Fourier series-based discrete element method for computational mechanics of irregular-shaped particles (Q2310283) (← links)
- A new universal approximate model for conformal contact and non-conformal contact of spherical surfaces (Q2516690) (← links)
- Frictional granular mechanics: A variational approach (Q5306445) (← links)
- Normal and tangential force-displacement relations for frictional elasto-plastic contact of spheres (Q5945374) (← links)
- “Touch‐aware” contact model for peridynamics modeling of granular systems (Q6070053) (← links)
- Robotic grasp analysis using deformable solid mechanics (Q6184209) (← links)