Dykhne problem for heat

Dykhne problem for heat proliferation in a fracture is considered. The fracture is highly heat-conducting, while the surrounding is slowly heat-conducting. Like for the usual Dykhne problem, a subdiffusive regime is found to exist.

Keywords

Dykhne problem, heat, fracture, anomalous diffusion

Publication date

04.12.2018

Cite Download pdf To download PDF you should sign in

GOST	Dranikov I. Dykhne problem for heat // Izvestiia Rossiiskoi akademii nauk. Energetika – 2018. – Issue 4 C. 70-72 [Electronic resource]. URL: http://ras.jes.su/energetika/s207987840001563-8-1-en (circulation date: 10.09.2024). DOI: 10.31857/S000233100002365-5
MLA	Dranikov, I.L "Dykhne problem for heat." Izvestiia Rossiiskoi akademii nauk. Energetika 4 (2018):70-72. DOI: 10.31857/S000233100002365-5
APA	Dranikov I. (2018). Dykhne problem for heat. Izvestiia Rossiiskoi akademii nauk. Energetika (4), pp.70-72 DOI: 10.31857/S000233100002365-5

Размещенный ниже текст является ознакомительной версией и может не соответствовать печатной

Readers community rating: votes 0

1. Dykhne A.M., Dranikov I.L., Kondratenko P.S., Popov A.V. Subdiffuziya v kusochno-odnorodnoj srede // Izv. RAN. Ehnergetika. 2004. № 4. S. 123–126.

2. Dykhne A.M., Dranikov I.L., Kondratenko P.S. Anomalous diffusion in regularly non-uniform media // J. of Hydraulic Research. 2005. V. 43. № 2.

3. Dykhne Alexander, Dranikov Ilya, Kondratenko Peter, Matveev Leonid. Transport regimes and concentration tails for classical diffusion in heterogeneous media with sharply contrasting properties // Vadose Zone J. 2008. V. 7. № 4. P. 1145–1151.

4. Kondratenko P.S., Matveev L.V. Rezhimy perenosa i khvosty kontsentratsii v regulyarno-neodnorodnykh sil'no kontrastnykh sredakh // Trudy IBRAEh. 2008. Vyp. 7. S. 79–91.

5. Matveev L.V. Perenos primesi v modeli dvuporistoj regulyarno-neodnorodnoj sredy pri nalichii kolloidov // ZhEhTF. 2009. V. 135. № 6. P. 1200–1206.

6. Dvoretskaya O.A., Kondratenko P.S., Matveev L.V. Anomal'naya diffuziya v obobschennoj modeli Dykhne, ZhEhTF. 2010. V. 137. № 1. S. 67–76.

7. Goloviznin V.M., Kondratenko P.S., Matveev L.V., Korotkin I.A., Dranikov I.L. Anomal'naya diffuziya radionuklidov v sil'noneodnorodnykh geologicheskikh formatsiyakh. M.: Nauka, 2010. 342 s.

8. Bol'shov L.A., Dvoretskaya O.A., Kondratenko P.S., Matveev L.V. Anomal'nye rezhimy perenosa primesi v regulyarno-neodnorodnykh rezkokontrastnykh sredakh. Fundamental'nye problemy modelirovaniya turbulentnykh i dvukhfaznykh techenij. T. 3. M.: Komtekhprint, 2012. S. 242–292.

9. Dranikov I.L. Anomal'naya diffuziya v regulyarnykh treschinovatykh sredakh // Sb. III nauchn. konf. stipendiatov IBRAEh RAN: 18–19 aprelya 2002 g. M.: IBRAEh, 2002.

10. Dranikov I.L. Anomal'naya diffuziya v prostykh fizicheskikh modelyakh: Dic. … kand. fiz.-mat. nauk. M., 2007.

11. Matveev L.V. Neklassicheskie protsessy perenosa v sil'no neodnorodnykh sredakh: Dis. … dok. fiz.-mat. nauk. M., 2016.

12. Dvoretskaya O.A., Kondratenko P.S. Transport phenomena in sharply contrasting media with a diffusion barrier // J. Phys. A: Math. Theor. 2011. V. 44. P. 465001.