LoginRegistration
For instance: The Scientific Opinion
About consortium subscription Contacts
(812) 4095364 Non-commercial partnership
St. Petersburg
university
consortium

Articles

"Humanities and Science University Journal" №10 (Physical and mathematical, biological and technical science), 2014.

Application of TRIZ Approach in the Research Into Seismic Resistance

F. Palcak
Price: 50 руб.
 The given paper shows that while examining seismic safety in addition to real and computer-simulated experiments it is also necessary to take into account a creative approach which helps overcome the inertial thinking. In this paper the results from previous research of the computational effi ciency of numerical methods are now described using tools of TRIZ approach. The application of the objective laws derived from the development of technical systems has been used in the case of positioning mechanism development. The research into the appropriate structure for positioning mechanisms from the point of view of seismic resistance demonstrates the need to combine the open structure of mechanisms with a redundantly actuated spatial parallel structure. Using Failure Analysis the unwanted physical contradiction (the same value of eigenfrequency and acting frequency) was unveiled and suggestions how use the Separation Principles for its removal were introduced. Thus, the paper presents some results based on the research into the seismic resistance of an air fl ow regulator using the AFD-TRIZ method.
Keywords: analysis, synthesis, mechanisms, seismic resistance, AFD-TRIZ approach.
REFERENCES
1. Altshuller, G.S. 40 Principles: TRIZ Keys to Technical Innovation. (Trans. by Lev
Shulyak). 1998, Worcester, MA: Technical Innovation Center.
2. Bloom, B.S., Engelhart, M.D., Furst, E.J., Hill, W.H., & Krathwohl, D.R. Taxonomy of Educational Objectives: the Classi fi cation of Educational Goals, Handbook I:
Cognitive Domain. 1956, New York: Longmans, Green.
3. Craig, R.R., & Bampton, M.C. Coupling of Substructures for Dynamic Analyses.
The AIAA Journal, 1968, Vol. 6, No. 7, 1313−1319.
4. Erdman, A.G., Sandor, G.N., & Kota, S. Mechanism Design: Analysis and Synthesis. 2001, N.J.: Prentice Hall.
5. Hurty, W. C. Dynamic Analysis of Structural Systems Using Component Modes.
AAIA Journal, 1965, Vol. 3, No. 4, 678−685.
6. Huynh, P., & Hervé, J.M. Equivalent Kinematic Chains with Planar-Spherical
Bonds Application to the Development of 3-DOF 3-RPS Parallel Mechanism. In Proceedings RAAD‘03, 2003, Cassino.
7. Kaplan, S., Visnepolshi, S., Zlotin, B., & Zusman, A. New Tools for Failure and
Risk Analysis. Anticipatory Failure Determination (AFD) and the Theory of Scenario
Structuring, Ideation International, pp. 71, 2005.
8. Neuman, K.E. Robot, US Patent 4732525, 1988.
9. Orlandea, N., Chace, M.A., & Calahan, D.A. A Sparsity Oriented Approach to the
Dynamic Analysis and Design of Mechanical Systems, Pt. I and II. Journal of Engineering for Industry, 1976, Vol. 99, 773−784.
10. Valášek, M., Šika, Z., & Hamrle, V. From Dexterity to Calibrability of Parallel
Kinematical Structures. 12th IFToMM World Congress, 2007, Besançon, France.
11. Zienkiewicz, O.C. The Finite Element Method. 1977, McGraw Hill Book Company.
Price: 50 рублей
To order