|
234 | 234 | <dd><p class="startdd">H. Guo, P. Jiang, L. Ye, and Y. Zhu. An efficient and low-divergence method for generating inhomogeneous and anisotropic turbulence with arbitrary spectra. <em>Journal of Fluid Mechanics</em>, 970:A2, 2023. </p> |
235 | 235 | <p class="enddd"></p> |
236 | 236 | </dd> |
237 | | -<dt><a class="anchor" id="CITEREF_harten83"></a>[20]</dt> |
| 237 | +<dt><a class="anchor" id="CITEREF_hadamard1911"></a>[20]</dt> |
| 238 | +<dd><p class="startdd">J. Hadamard. Mouvement permanent lent d’une sphère liquide et visqueuse dans un liquide visqueux. <em>Comptes Rendus de l’Académie des Sciences</em>, 152:1735–1738, 1911.</p> |
| 239 | +<p class="enddd"></p> |
| 240 | +</dd> |
| 241 | +<dt><a class="anchor" id="CITEREF_harten83"></a>[21]</dt> |
238 | 242 | <dd><p class="startdd">A. Harten, P. D. Lax, and B. van Leer. On upstream differencing and Godunov-type schemes for hyperbolic conservation laws. <em>SIAM Review</em>, 25(1):35–61, 1983. </p> |
239 | 243 | <p class="enddd"></p> |
240 | 244 | </dd> |
241 | | -<dt><a class="anchor" id="CITEREF_henrick05"></a>[21]</dt> |
| 245 | +<dt><a class="anchor" id="CITEREF_henrick05"></a>[22]</dt> |
242 | 246 | <dd><p class="startdd">A. K. Henrick, T. D. Aslam, and J. M. Powers. Mapped weighted essentially non-oscillatory schemes: Achieving optimal order near critical points. <em>Journal of Computational Physics</em>, 207(2):542–567, 2005. </p> |
243 | 247 | <p class="enddd"></p> |
244 | 248 | </dd> |
245 | | -<dt><a class="anchor" id="CITEREF_jiang96"></a>[22]</dt> |
| 249 | +<dt><a class="anchor" id="CITEREF_jiang96"></a>[23]</dt> |
246 | 250 | <dd><p class="startdd">G.-S. Jiang and C.-W. Shu. Efficient implementation of weighted ENO schemes. <em>Journal of Computational Physics</em>, 126(2):202–228, 1996. </p> |
247 | 251 | <p class="enddd"></p> |
248 | 252 | </dd> |
249 | | -<dt><a class="anchor" id="CITEREF_johnsen08"></a>[23]</dt> |
| 253 | +<dt><a class="anchor" id="CITEREF_johnsen08"></a>[24]</dt> |
250 | 254 | <dd><p class="startdd">E. Johnsen. <em>Numerical simulations of non-spherical bubble collapse: with applications to shockwave lithotripsy</em>. PhD thesis, California Institute of Technology, 2008.</p> |
251 | 255 | <p class="enddd"></p> |
252 | 256 | </dd> |
253 | | -<dt><a class="anchor" id="CITEREF_kamrin12"></a>[24]</dt> |
| 257 | +<dt><a class="anchor" id="CITEREF_kamrin12"></a>[25]</dt> |
254 | 258 | <dd><p class="startdd">K. Kamrin, C. H. Rycroft, and J.-C. Nave. Reference map technique for finite-strain elasticity and fluid-solid interaction. <em>Journal of the Mechanics and Physics of Solids</em>, 60(11):1952–1969, 2012. </p> |
255 | 259 | <p class="enddd"></p> |
256 | 260 | </dd> |
257 | | -<dt><a class="anchor" id="CITEREF_kapila01"></a>[25]</dt> |
| 261 | +<dt><a class="anchor" id="CITEREF_kapila01"></a>[26]</dt> |
258 | 262 | <dd><p class="startdd">A. K. Kapila, R. Menikoff, J. B. Bdzil, S. F. Son, and D. S. Stewart. Two-phase modeling of deflagration-to-detonation transition in granular materials: Reduced equations. <em>Physics of Fluids</em>, 13(10):3002–3024, 2001. </p> |
259 | 263 | <p class="enddd"></p> |
260 | 264 | </dd> |
261 | | -<dt><a class="anchor" id="CITEREF_keller80"></a>[26]</dt> |
| 265 | +<dt><a class="anchor" id="CITEREF_keller80"></a>[27]</dt> |
262 | 266 | <dd><p class="startdd">J. B. Keller and M. J. Miksis. Bubble oscillations of large amplitude. <em>Journal of the Acoustical Society of America</em>, 68(2):628–633, 1980. </p> |
263 | 267 | <p class="enddd"></p> |
264 | 268 | </dd> |
265 | | -<dt><a class="anchor" id="CITEREF_lemetayer04"></a>[27]</dt> |
| 269 | +<dt><a class="anchor" id="CITEREF_lemetayer04"></a>[28]</dt> |
266 | 270 | <dd><p class="startdd">O. Le Métayer, J. Massoni, and R. Saurel. Elaborating equations of state of a liquid and its vapor for two-phase flow models. <em>International Journal of Thermal Sciences</em>, 43(3):265–276, 2004. </p> |
267 | 271 | <p class="enddd"></p> |
268 | 272 | </dd> |
269 | | -<dt><a class="anchor" id="CITEREF_rayleigh17"></a>[28]</dt> |
| 273 | +<dt><a class="anchor" id="CITEREF_levich1962"></a>[29]</dt> |
| 274 | +<dd><p class="startdd">V. G. Levich. <em>Physicochemical Hydrodynamics</em>. Prentice-Hall, Englewood Cliffs, NJ, 1962.</p> |
| 275 | +<p class="enddd"></p> |
| 276 | +</dd> |
| 277 | +<dt><a class="anchor" id="CITEREF_rayleigh17"></a>[30]</dt> |
270 | 278 | <dd><p class="startdd">Lord Rayleigh. On the pressure developed in a liquid during the collapse of a spherical cavity. <em>Philosophical Magazine</em>, 34(200):94–98, 1917. </p> |
271 | 279 | <p class="enddd"></p> |
272 | 280 | </dd> |
273 | | -<dt><a class="anchor" id="CITEREF_maeda17"></a>[29]</dt> |
| 281 | +<dt><a class="anchor" id="CITEREF_maeda17"></a>[31]</dt> |
274 | 282 | <dd><p class="startdd">K. Maeda and T. Colonius. A source term approach for generation of one-way acoustic waves in the Euler and Navier–Stokes equations. <em>Wave Motion</em>, 75:36–49, 2017. </p> |
275 | 283 | <p class="enddd"></p> |
276 | 284 | </dd> |
277 | | -<dt><a class="anchor" id="CITEREF_maeda18"></a>[30]</dt> |
| 285 | +<dt><a class="anchor" id="CITEREF_maeda18"></a>[32]</dt> |
278 | 286 | <dd><p class="startdd">K. Maeda and T. Colonius. Eulerian–Lagrangian method for simulation of cloud cavitation. <em>Journal of Computational Physics</em>, 371:994–1017, 2018. </p> |
279 | 287 | <p class="enddd"></p> |
280 | 288 | </dd> |
281 | | -<dt><a class="anchor" id="CITEREF_mcbride93"></a>[31]</dt> |
| 289 | +<dt><a class="anchor" id="CITEREF_magnaudet2000"></a>[33]</dt> |
| 290 | +<dd><p class="startdd">J. Magnaudet and I. Eames. The motion of high-Reynolds-number bubbles in inhomogeneous flows. <em>Annual Review of Fluid Mechanics</em>, 32:659–708, 2000. </p> |
| 291 | +<p class="enddd"></p> |
| 292 | +</dd> |
| 293 | +<dt><a class="anchor" id="CITEREF_mcbride93"></a>[34]</dt> |
282 | 294 | <dd><p class="startdd">B. J. McBride, S. Gordon, and M. A. Reno. Coefficients for calculating thermodynamic and transport properties of individual species. Technical Report TM-4513, NASA, 1993.</p> |
283 | 295 | <p class="enddd"></p> |
284 | 296 | </dd> |
285 | | -<dt><a class="anchor" id="CITEREF_meng16"></a>[32]</dt> |
| 297 | +<dt><a class="anchor" id="CITEREF_meng16"></a>[35]</dt> |
286 | 298 | <dd><p class="startdd">J. C. C. Meng. <em>Numerical simulations of droplet aerobreakup</em>. PhD thesis, California Institute of Technology, 2016.</p> |
287 | 299 | <p class="enddd"></p> |
288 | 300 | </dd> |
289 | | -<dt><a class="anchor" id="CITEREF_menikoff89"></a>[33]</dt> |
| 301 | +<dt><a class="anchor" id="CITEREF_menikoff89"></a>[36]</dt> |
290 | 302 | <dd><p class="startdd">R. Menikoff and B. J. Plohr. The Riemann problem for fluid flow of real materials. <em>Reviews of Modern Physics</em>, 61(1):75–130, 1989. </p> |
291 | 303 | <p class="enddd"></p> |
292 | 304 | </dd> |
293 | | -<dt><a class="anchor" id="CITEREF_mittal05"></a>[34]</dt> |
| 305 | +<dt><a class="anchor" id="CITEREF_mittal05"></a>[37]</dt> |
294 | 306 | <dd><p class="startdd">R. Mittal and G. Iaccarino. Immersed boundary methods. <em>Annual Review of Fluid Mechanics</em>, 37:239–261, 2005. </p> |
295 | 307 | <p class="enddd"></p> |
296 | 308 | </dd> |
297 | | -<dt><a class="anchor" id="CITEREF_miyoshi05"></a>[35]</dt> |
| 309 | +<dt><a class="anchor" id="CITEREF_miyoshi05"></a>[38]</dt> |
298 | 310 | <dd><p class="startdd">T. Miyoshi and K. Kusano. A multi-state HLL approximate Riemann solver for ideal magnetohydrodynamics. <em>Journal of Computational Physics</em>, 208(1):315–344, 2005. </p> |
299 | 311 | <p class="enddd"></p> |
300 | 312 | </dd> |
301 | | -<dt><a class="anchor" id="CITEREF_papanastasiou87"></a>[36]</dt> |
| 313 | +<dt><a class="anchor" id="CITEREF_papanastasiou87"></a>[39]</dt> |
302 | 314 | <dd><p class="startdd">Tasos C. Papanastasiou. Flows of materials with yield. <em>Journal of Rheology</em>, 31(5):385–404, 1987. </p> |
303 | 315 | <p class="enddd"></p> |
304 | 316 | </dd> |
305 | | -<dt><a class="anchor" id="CITEREF_pirozzoli13"></a>[37]</dt> |
| 317 | +<dt><a class="anchor" id="CITEREF_pirozzoli13"></a>[40]</dt> |
306 | 318 | <dd><p class="startdd">S. Pirozzoli and T. Colonius. Generalized characteristic relaxation boundary conditions for unsteady compressible flow simulations. <em>Journal of Computational Physics</em>, 248:109–126, 2013. </p> |
307 | 319 | <p class="enddd"></p> |
308 | 320 | </dd> |
309 | | -<dt><a class="anchor" id="CITEREF_plesset49"></a>[38]</dt> |
| 321 | +<dt><a class="anchor" id="CITEREF_plesset49"></a>[41]</dt> |
310 | 322 | <dd><p class="startdd">M. S. Plesset. The dynamics of cavitation bubbles. <em>Journal of Applied Mechanics</em>, 16:277–282, 1949. </p> |
311 | 323 | <p class="enddd"></p> |
312 | 324 | </dd> |
313 | | -<dt><a class="anchor" id="CITEREF_preston07"></a>[39]</dt> |
| 325 | +<dt><a class="anchor" id="CITEREF_preston07"></a>[42]</dt> |
314 | 326 | <dd><p class="startdd">A. T. Preston, T. Colonius, and C. E. Brennen. A reduced-order model of diffusive effects on the dynamics of bubbles. <em>Physics of Fluids</em>, 19(12):123302, 2007. </p> |
315 | 327 | <p class="enddd"></p> |
316 | 328 | </dd> |
317 | | -<dt><a class="anchor" id="CITEREF_rodriguez19"></a>[40]</dt> |
| 329 | +<dt><a class="anchor" id="CITEREF_rodriguez19"></a>[43]</dt> |
318 | 330 | <dd><p class="startdd">M. Rodriguez and E. Johnsen. A high-order accurate five-equations compressible multiphase approach for viscoelastic fluids and solids with relaxation and elasticity. <em>Journal of Computational Physics</em>, 379:70–90, 2019. </p> |
319 | 331 | <p class="enddd"></p> |
320 | 332 | </dd> |
321 | | -<dt><a class="anchor" id="CITEREF_saurel08"></a>[41]</dt> |
| 333 | +<dt><a class="anchor" id="CITEREF_rybczynski1911"></a>[44]</dt> |
| 334 | +<dd><p class="startdd">W. Rybczynski. Über die fortschreitende bewegung einer flüssigen kugel in einem zähen medium. <em>Bulletin International de l’Académie des Sciences de Cracovie, Série A</em>, pages 40–46, 1911.</p> |
| 335 | +<p class="enddd"></p> |
| 336 | +</dd> |
| 337 | +<dt><a class="anchor" id="CITEREF_saurel08"></a>[45]</dt> |
322 | 338 | <dd><p class="startdd">R. Saurel, F. Petitpas, and R. Abgrall. Modelling phase transition in metastable liquids: application to cavitating and flashing flows. <em>Journal of Fluid Mechanics</em>, 607:313–350, 2008. </p> |
323 | 339 | <p class="enddd"></p> |
324 | 340 | </dd> |
325 | | -<dt><a class="anchor" id="CITEREF_saurel09"></a>[42]</dt> |
| 341 | +<dt><a class="anchor" id="CITEREF_saurel09"></a>[46]</dt> |
326 | 342 | <dd><p class="startdd">R. Saurel, F. Petitpas, and R. A. Berry. Simple and efficient relaxation methods for interfaces separating compressible fluids, cavitating flows and shocks in multiphase mixtures. <em>Journal of Computational Physics</em>, 228(5):1678–1712, 2009. </p> |
327 | 343 | <p class="enddd"></p> |
328 | 344 | </dd> |
329 | | -<dt><a class="anchor" id="CITEREF_schmidmayer17"></a>[43]</dt> |
| 345 | +<dt><a class="anchor" id="CITEREF_schmidmayer17"></a>[47]</dt> |
330 | 346 | <dd><p class="startdd">K. Schmidmayer, F. Petitpas, E. Daniel, N. Favrie, and S. L. Gavrilyuk. A model and numerical method for compressible flows with capillary effects. <em>Journal of Computational Physics</em>, 334:468–496, 2017. </p> |
331 | 347 | <p class="enddd"></p> |
332 | 348 | </dd> |
333 | | -<dt><a class="anchor" id="CITEREF_schmidmayer20"></a>[44]</dt> |
| 349 | +<dt><a class="anchor" id="CITEREF_schmidmayer20"></a>[48]</dt> |
334 | 350 | <dd><p class="startdd">K. Schmidmayer, S. H. Bryngelson, and T. Colonius. An assessment of multicomponent flow models and interface capturing schemes for spherical bubble dynamics. <em>Journal of Computational Physics</em>, 402:109080, 2020. </p> |
335 | 351 | <p class="enddd"></p> |
336 | 352 | </dd> |
337 | | -<dt><a class="anchor" id="CITEREF_strang68"></a>[45]</dt> |
| 353 | +<dt><a class="anchor" id="CITEREF_stokes1851"></a>[49]</dt> |
| 354 | +<dd><p class="startdd">G. G. Stokes. On the effect of the internal friction of fluids on the motion of pendulums. <em>Transactions of the Cambridge Philosophical Society</em>, 9:8–106, 1851.</p> |
| 355 | +<p class="enddd"></p> |
| 356 | +</dd> |
| 357 | +<dt><a class="anchor" id="CITEREF_strang68"></a>[50]</dt> |
338 | 358 | <dd><p class="startdd">G. Strang. On the construction and comparison of difference schemes. <em>SIAM Journal on Numerical Analysis</em>, 5(3):506–517, 1968. </p> |
339 | 359 | <p class="enddd"></p> |
340 | 360 | </dd> |
341 | | -<dt><a class="anchor" id="CITEREF_suresh97"></a>[46]</dt> |
| 361 | +<dt><a class="anchor" id="CITEREF_suresh97"></a>[51]</dt> |
342 | 362 | <dd><p class="startdd">A. Suresh and H. Huynh. Accurate monotonicity-preserving schemes with Runge–Kutta time stepping. <em>Journal of Computational Physics</em>, 136(1):83–99, 1997. </p> |
343 | 363 | <p class="enddd"></p> |
344 | 364 | </dd> |
345 | | -<dt><a class="anchor" id="CITEREF_tam05"></a>[47]</dt> |
| 365 | +<dt><a class="anchor" id="CITEREF_tam05"></a>[52]</dt> |
346 | 366 | <dd><p class="startdd">C. K. Tam, H. Ju, M. G. Jones, W. R. Watson, and T. L. Parrott. A computational and experimental study of slit resonators. <em>Journal of Sound and Vibration</em>, 284(3–5):947–984, 2005. </p> |
347 | 367 | <p class="enddd"></p> |
348 | 368 | </dd> |
349 | | -<dt><a class="anchor" id="CITEREF_thompson87"></a>[48]</dt> |
| 369 | +<dt><a class="anchor" id="CITEREF_thompson87"></a>[53]</dt> |
350 | 370 | <dd><p class="startdd">K. W. Thompson. Time dependent boundary conditions for hyperbolic systems. <em>Journal of Computational Physics</em>, 68(1):1–24, 1987. </p> |
351 | 371 | <p class="enddd"></p> |
352 | 372 | </dd> |
353 | | -<dt><a class="anchor" id="CITEREF_thompson90"></a>[49]</dt> |
| 373 | +<dt><a class="anchor" id="CITEREF_thompson90"></a>[54]</dt> |
354 | 374 | <dd><p class="startdd">K. W. Thompson. Time-dependent boundary conditions for hyperbolic systems, II. <em>Journal of Computational Physics</em>, 89(2):439–461, 1990. </p> |
355 | 375 | <p class="enddd"></p> |
356 | 376 | </dd> |
357 | | -<dt><a class="anchor" id="CITEREF_thornber08"></a>[50]</dt> |
| 377 | +<dt><a class="anchor" id="CITEREF_thornber08"></a>[55]</dt> |
358 | 378 | <dd><p class="startdd">B. Thornber, A. Mosedale, D. Drikakis, D. Youngs, and R. J. R. Williams. An improved reconstruction method for compressible flows with low Mach number features. <em>Journal of Computational Physics</em>, 227(10):4873–4894, 2008. </p> |
359 | 379 | <p class="enddd"></p> |
360 | 380 | </dd> |
361 | | -<dt><a class="anchor" id="CITEREF_toro94"></a>[51]</dt> |
| 381 | +<dt><a class="anchor" id="CITEREF_toro94"></a>[56]</dt> |
362 | 382 | <dd><p class="startdd">E. F. Toro, M. Spruce, and W. Speares. Restoration of the contact surface in the HLL-Riemann solver. <em>Shock Waves</em>, 4:25–34, 1994. </p> |
363 | 383 | <p class="enddd"></p> |
364 | 384 | </dd> |
365 | | -<dt><a class="anchor" id="CITEREF_toro09"></a>[52]</dt> |
| 385 | +<dt><a class="anchor" id="CITEREF_toro09"></a>[57]</dt> |
366 | 386 | <dd><p class="startdd">E. F. Toro. <em>Riemann Solvers and Numerical Methods for Fluid Dynamics: A Practical Introduction</em>. Springer, 3rd edition, 2009. </p> |
367 | 387 | <p class="enddd"></p> |
368 | 388 | </dd> |
369 | | -<dt><a class="anchor" id="CITEREF_tseng03"></a>[53]</dt> |
| 389 | +<dt><a class="anchor" id="CITEREF_tseng03"></a>[58]</dt> |
370 | 390 | <dd><p class="startdd">Y. H. Tseng and J. H. Ferziger. A ghost-cell immersed boundary method for flow in complex geometry. <em>Journal of Computational Physics</em>, 192(2):593–623, 2003. </p> |
371 | 391 | <p class="enddd"></p> |
372 | 392 | </dd> |
373 | | -<dt><a class="anchor" id="CITEREF_wilfong25a"></a>[54]</dt> |
| 393 | +<dt><a class="anchor" id="CITEREF_wilfong25a"></a>[59]</dt> |
374 | 394 | <dd><p class="startdd">B. Wilfong, A. Radhakrishnan, H. Le Berre, D. J. Vickers, T. Prathi, N. Tselepidis, B. Dorschner, R. Budiardja, B. Cornille, S. Abbott, F. Schäfer, and S. H. Bryngelson. Simulating many-engine spacecraft: Exceeding 1 quadrillion degrees of freedom via information geometric regularization. In <em>SC’25: Proceedings of the International Conference for High Performance Computing, Networking, Storage and Analysis</em>, pages 14–24, 2025. *Equal contribution. </p> |
375 | 395 | <p class="enddd"></p> |
376 | 396 | </dd> |
377 | | -<dt><a class="anchor" id="CITEREF_wilfong26"></a>[55]</dt> |
| 397 | +<dt><a class="anchor" id="CITEREF_wilfong26"></a>[60]</dt> |
378 | 398 | <dd><p class="startdd">B. Wilfong, H. Le Berre, A. Radhakrishnan, A. Gupta, D. J. Vickers, D. Vaca-Revelo, D. Adam, H. Yu, H. Lee, J. R. Chreim, M. Carcana Barbosa, Y. Zhang, E. Cisneros-Garibay, A. Gnanaskandan, M. Rodriguez Jr., R. D. Budiardja, S. Abbott, T. Colonius, and S. H. Bryngelson. MFC 5.0: An exascale many-physics flow solver. <em>Computer Physics Communications</em>, 322:110055, 2026. </p> |
379 | 399 | <p class="enddd"></p> |
380 | 400 | </dd> |
381 | | -<dt><a class="anchor" id="CITEREF_zein10"></a>[56]</dt> |
| 401 | +<dt><a class="anchor" id="CITEREF_zein10"></a>[61]</dt> |
382 | 402 | <dd><p class="startdd">A. Zein, M. Hantke, and G. Warnecke. Modeling phase transition for compressible two-phase flows applied to metastable liquids. <em>Journal of Computational Physics</em>, 229(8):2964–2998, 2010. </p> |
383 | 403 | <p class="enddd"></p> |
384 | 404 | </dd> |
|
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