1. Greenwood J.A., Williamson J.B.P. Contact of nominally flat surfaces. Proceedings of the royal society A. 1966. V. 295(1442). P. 300-319.
2. Маджумдар А., Бхушан Б. Фрактальная модель упругопластического контакта шероховатых поверхностей. Современное машиностроение. Сер. Б. 1991. №6. С.11-23.
3. Xu, K., Yuan Y., Chen J. The effects of size distri-bution functions on contact between fractal rough surfaces. Aip advances 8. 2018. V. 075317. P. 1-14.
4. Pohrt R., Popov V.L. Contact mechanics of rough spheres: crossover from fractal to hertzian behav-iors. Hindawi publishing corporation advances in tribology. 2013. V. 974178. P. 1-4.
5. Kuo X., Yuan Y., Jianjiang C. The effects of size distribution functions on contact between fractal rough surfaces. AIP Advances 8. 2018. V. 075317. P. 1-14.
6. Hanaor D.A., Gan Y., Einav I. Static friction at fractal interfaces. Tribology International. 2016. V. 93. P. 229-238.
7. Jackson R.L., Streator J.L. A multiscale model for contact between rough surfaces. Wear. 2006. V. 261(1112). P. 1337-1347.
8. Jackson R.L., Green I. A statistical model of elasto-plastic asperity contact be-tween rough surfaces. Tribology international. 2006. V. 9(39). P. 906-914.
9. Yan W., Komvopoulos K. Contact analysis of elas-tic-plastic fractal surfaces. Journal of applied phys-ics. 1998. V. 84(7). P. 3617.