NONLINEAR AEROTHERMOELASTIC BEHAVIOR OF SKIN PANEL WITH WALL SHEAR STRESS EFFECT

REFERENCES

• et al. ., Metallic Thermal Protection System Technology Development: Concepts, Requirements and Assessment Overview , 40th Aerospace Sciences Meeting , AIAA 2002-0502 , Reno , NV , Jan. 14-17 , 2002 .
   Google Scholar
• L. Librescu , Aeroelastic Stability of Orthotropic Heterogeneous Thin Panels in the Vicinity of the Flutter Critical Boundary, Part I J. Mécanique , vol. 4 , pp. 51 – 76 , 1965 ; Part II, J. Mécanique, vol. 6, pp. 133–152, 1967 .
   Google Scholar
• L. Librescu , Elastostatics and Kinetics of Anisotropic and Heterogeneous Shell-Type Structures , pp. 56 – 63 , 66 – 187 , Noordhoff International , Leyden , Netherlands , 1975 .
   Google Scholar
• R. L. Bisplinghoff and H. Ashley , Principles of Aeroelasticity , John Wiley and Sons , New York , 1962 .
   Google Scholar
• E. H. Dowell , Panel Flutter: A Review of the Aeroelastic Stability of Plates and Shell s, AIAA J. , vol. 8 , pp. 385 – 399 , 1970 .
   Google Scholar
• E. H. Dowell , Aeroelasticity of Plates and Shells , Noordhoff , Leyden , The Netherlands , 1975 .
   Google Scholar
• H. Ashley and G. Zartarian , Piston Theory— A New Aerodynamic Tool for the Aeroelastician , J. Aeronaut. Sci. , vol. 23 , pp. 1109 – 1118 , 1956 .
   Web of Science ®Google Scholar
• Y. C. Fung , The Static Stability of a Two Dimensional Curved Panel in a Supersonic Flow with an Application to Panel Flutter , J. Aeronaut. Sci. , vol. 21 , pp. 556 – 565 , 1954 .
   Web of Science ®Google Scholar
• J. C. Houbolt , A Study of Several Aerothermoelastic Problems of Aircraft Structures in High-Speed Flight , Mitteilungen Aus Dem Institute fur Flugzeugstatik und Leichtbau , vol. 5 , Verlag Leeman , Zurich , 1965 .
   Google Scholar
• H. G. Schaeffer and W. L. Heard , Jr. , Flutter of a Flat Panel Subjected to a Nonlinear Temperature Distribution , AIAA J. , vol. 3 , pp. 1918 – 1923 , 1965 .
   Google Scholar
• C. S. Ventres and E. H. Dowell , Comparison of Theory and Experiment for Nonlinear Flutter of Loaded Plates , AIAA J. , vol. 8 , pp. 2022 – 2030 , 1970 .
   Google Scholar
• T. Y. Yang and A. D. Han , Flutter of Thermally Buckled Finite Element Panels , AIAA J. , vol. 14 , pp. 975 – 977 , 1976 .
   Google Scholar
• D. Y. Xue and C. Mei , Finite Element Nonlinear Panel Flutter with Arbitrary Temperatures in Supersonic Flow , AIAA J. , vol. 31 , pp. 154 – 162 , 1993 .
   Google Scholar
• R. C. Zhou , D. Y. Xue , and C. Mei , A Finite Element Time Domain Modal Formulation for Nonlinear Flutter of Composite Panel at Elevated Temperatures , AIAA J. , vol. 32 , pp. 2044 – 2052 , 1994 .
   Google Scholar
• L. Librescu , G. Chiocchia , and P. Marzocca , Implications of Physical/Aerodynamical Nonlinearities on the Character of Flutter Instability Boundary , Int. J. Non-lin. Mech. , vol. 38 , pp. 173 – 199 , 2003 .
   Web of Science ®Google Scholar
• R. W. Truitt , Fundamentals of Aerodynamic Heating , Ronald Press , New York , 1960 .
   Google Scholar
• H. Schilichting and K. Gersten , Boundary-Layer Theory , 8th ed ., McGraw-Hill , New York , 1999 .
   Google Scholar
• J. F. Abbas , R. A. Ibrahim , and R. F. Gibson , Nonlinear Flutter of Orthtropic Composite Panel Under Aerodynamic Heating , AIAA J. , vol. 31 , pp. 1478 – 1488 , 1993 .
   Google Scholar
• D. J. Gee and S. R. Sipcic , Coupled Thermal Model for Nonlinear Panel Flutter , AIAA J. , vol. 37 , pp. 624 – 649 , 1999 .
   Google Scholar
• A. Frendi , Effect of Wall Shear Stress on Structural Vibration , AIAA J. , vol. 39 , pp. 737 – 740 , 2001 .
   Google Scholar
• F. P. Incropera and D. P. Dewitt , Fundamentals of Heat and Mass Transfer , 4th ed ., John Wiley and Sons , New York , 1996 .
   Google Scholar
• G. E. Myers , Analytical Methods in Conduction Heat Transfer , 2nd ed ., McGraw-Hill , New York , 1971 .
   Google Scholar
• W. Nowacki , Thermo-Elasticity , Pergamon Press , New York , 1986 .
   Google Scholar
• V. V. Bolotin , A. V. Petrovsky , and A. A. Grishko , Secondary Bifurcation and Global Instability of an Aeroelastic Nonlinear System in the Divergence Domain, J. Sound Vib., vol. 191, pp. 431–451, 1996.
   Web of Science ®Google Scholar
• D. H. Hodges , A Simplified Algorithm for Determining the Stability of Linear Systems , AIAA J. , vol. 15 , pp. 424 – 425 , 1977 .
   Google Scholar
• L. Meirovitch , Princilpes and Techniques of Vibrations , Prentic-Hall , Englewood Cliffs , NJ , 1997 .
   Google Scholar