| | Mechanics of Solids A Journal of Russian Academy of Sciences | | Founded
in January 1966
Issued 6 times a year
Print ISSN 0025-6544 Online ISSN 1934-7936 |
Archive of Issues
Total articles in the database: | | 12804 |
In Russian (Èçâ. ÐÀÍ. ÌÒÒ): | | 8044
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In English (Mech. Solids): | | 4760 |
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<< Previous article | Volume 52, Issue 5 / 2017 | Next article >> |
S.N. Yakupov, "Experimental-Theoretical Approach to Determining the Film-Substrate Adhesion," Mech. Solids. 52 (5), 587-593 (2017) |
Year |
2017 |
Volume |
52 |
Number |
5 |
Pages |
587-593 |
DOI |
10.3103/S0025654417050144 |
Title |
Experimental-Theoretical Approach to Determining the Film-Substrate Adhesion |
Author(s) |
S.N. Yakupov (Institute of Mechanics and Engineering of the Kazan Scientific Center of the Russian Academy of Sciences, ul. Lobachevskogo 2/31, Kazan 420111 Russia, tamas_86@mail.ru) |
Abstract |
There are well-known methods and algorithms for determining the film adhesion to a plane substrate, which have their own advantages and drawbacks and the applicability ranges. The substrates can have a good initial shape (spherical, cylindrical, etc,) covered, for example, by a thin film layer. But there are practically no studies of the film adhesion to a substrate with a nonplane surface. A two-dimensional approach to determining the film adhesion to a plane or a nonplane substate is developed, which permits increasing the accuracy of determining the adhesion and decreasing the scattering of the obtained results. An example is considered. |
Keywords |
thin film, adhesion, plane and nonplane substrate, separation force, experimental-theoretical approach |
References |
1. | N. M. Yakupov, N. K. Galimov, and A. A. Leontiev,
"Experimental-Theoretical Method for Studying the Strength of Polymer Films,"
Mekh. Kompoz. Mater. Konstr.
6 (2), 238-243 (2000). |
2. | N. M. Yakupov, A. R. Nurgaliev, and S. N. Yakupov,
"Methods for Testing Films and Membranes
under the Conditions of Uniform Distribution of Surface Pressure,"
Zavodskaya Laboratoriya. Diagnostika Materialov
74 (11), 54-56 (2008). |
3. | N. M. Yakupov, R. G. Nurullin, and S. N. Yakupov,
"Methods for Studying the Mechanical Characteristics of Thin Films and Nanofilms,"
Vestnik Mashinostr.,
No. 6, 44-47 (2009). |
4. | N. K. Galimov, N. M. Yakupov, and S. N. Yakupov,
"Experimental-Theoretical Method for Determining
Mechanical Characteristics of Spherical Films and Membranes of Complex Structure,"
Izv. Ross. Akad. Nauk. Mekh. Tverd. Tela,
No. 3, 58-66 (2011)
[Mech. Solids (Engl. Transl.)
46 (3), 380-386 (2011)]. |
5. | S. N. Yakupov,
"Mechanical Characteristics of Thin Titanium Oxide Coatings
in the "Coating-Polymer Film" System,"
Mekh. Kompoz. Mater. Konstr.
16 (3), 436-444 (2010). |
6. | S. N. Yakupov,
"Way of Definition of Mechanical Characteristics of Thin Coverings in System "Covering-Substrate,"
in Abstracts. The Second International Competition of Scientific Papers in Nanotechnology for Young Researchers
(Rusnanotech, Moscow, 2009),
pp. 439-440. |
7. | V. I. Zmievskii, I. A. Bodrov, and V. N. Krapotin,
Method for Determining the Strength of Coating Adhesion to the Basic Material,
Author's Certificate No. 183459 SSSR B.I. 1966. Bulletin No. 13. |
8. | L. V. Logutova, N. M. Gunina, A. M. Chernikov, et al.,
Method for Determining the Film Adhesion to the Substrate
RF Patent No. 689411, G 01 N 19/04 (1995). |
9. | M. G. Kovaleva, A. Ya. Kolpakov, V. M. Nikitin, and V. A. Kharchenko,
Method for Determining the Film Adhesion to the Substrate
RF Patent No. 2207544, G 01 N 19/04 (2003). |
10. | D. Taplin (Editor),
Fracture Mechanics. Fracture of Materials
(Mir, Moscow, 1979),
pp. 216-226
[in Russian]. |
11. | R. V. Goldstein, V. M. Kozintsev, A. L. Popov, and G. N. Chernyshev,
"A Theoretical and Experimental Method for Detection of the Delaminations of Thin Coatings,"
Prikl. Mat. Mekh.
64 (2), 332-336 (2000)
[J. Appl. Math. Mech. (Engl. Transl.)
64 (2), 319-323 (2000)]. |
12. | R. V. Goldstein, N. M. Yakupov, R. G. Nurullin, et al.,
Method for Determining the Film Adhesion to the Substrate
RF Patent No. 2421707 (2015). |
13. | Kh. M. Mushtari and K. Z. Galimov,
Nonlinear Theory of Thin Elastic Shells
(Tatknigoizdat, Kazan, 1957; Program for Scientific Translations, Israel, 1961). |
14. | N. M. Yakupov,
"In a Method for Calculating Shells of Complex Geometry,"
in Proc. of the Seminar "Studies of Shell Theory," No. 17, Pt. 2
(KFTI KFAN SSSR, Kazan, 1984),
pp. 4-17
[in Russian]. |
15. | M. S. Kornishin and N. M. Yakupov,
"Spline Variant of the Finite-Element Method for Calculating Shells of Complex Geometry,"
Prikl. Mekh.
23 (3), 38-44 (1987)
[Int. Appl. Mech. (Engl. Transl.)
23 (3), 238-243 (1987)]. |
16. | N. A. Weil and N. M. Newmark,
"Large Deflections of Elliptical Plates,"
J. Appl. Mech.
23 (1), 21-26 (1956). |
17. | N. K. Galimov, R. G. Nurullin, and A. A. Leontiev,
"On Elastic Equilibrium of Clammed Circular Membranes under the Action of Uniform Pressure,"
in Actual Problems of Continuum Mechanics
(KGU, Kazan, 2004),
pp. 129-139
[in Russian]. |
|
Received |
30 April 2013 |
Link to Fulltext |
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