Pages that link to "Item:Q4923327"
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The following pages link to Exponential Asymptotics for Thin Film Rupture (Q4923327):
Displaying 12 items.
- Monge-Ampére simulation of fourth order PDEs in two dimensions with application to elastic-electrostatic contact problems (Q1695359) (← links)
- First-order general differential equation for multi-level asymptotics at higher levels and recurrence relationship of singulants (Q2073627) (← links)
- Nanoptera in nonlinear woodpile chains with zero precompression (Q2077827) (← links)
- Nonlinear dynamics of dewetting thin films (Q2129799) (← links)
- New singularities for Stokes waves (Q2973667) (← links)
- The halting of contact lines in slender viscous films driven by gravity and surface tension gradients (Q3193292) (← links)
- Estimates on the Hausdorff Dimension of the Rupture Set of a Thin Film (Q3617220) (← links)
- Self-similar finite-time singularity formation in degenerate parabolic equations arising in thin-film flows (Q4978479) (← links)
- Confinement-Induced Control of Similarity Solutions in Premelting Dynamics and Other Thin Film Problems (Q5231201) (← links)
- The wake of a two-dimensional ship in the low-speed limit: results for multi-cornered hulls (Q5252666) (← links)
- The role of exponential asymptotics and complex singularities in self-similarity, transitions, and branch merging of nonlinear dynamics (Q6111910) (← links)
- Exponential asymptotics of woodpile chain nanoptera using numerical analytic continuation (Q6148574) (← links)
