Abstract
Rational optimization of the performance of engineering structures requires that all pertinent physical quantities and parameters be defined unequivocally, and be determinable with satisfactory reliability and accuracy. For a design engineer, the measures of reliability and accuracy are the actual responses of the actual physical bodies, structures, and systems to the actual flow of energy, as discussed in Chapter 1.
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References
Aleksandrov, A. D., Kolgomorov, A. N., and Lavrent’ev, M. A., Mathematics, Its Content, Methods and Meaning (translated from the Russian edition: “Matematika, ye Soderzhanye, Metody i Znachenye”, Izdatielstvo Akademii Nauk SSSR, Moskva, 1956 ), The MIT Press, Cambridge, MA, 1981.
Borg, S. F., Matrix-Tensor Methods in Continuum Mechanics, D. Van Nostrand Company, Princeton, 1963.
Bui, H. D., “Théorie linéare de la rupture”, Revue Française de Mécanique 3 (1983), pp. 3–7.
Doeblin, Ernest O., Measurement Systems: Application and Design, McGraw-Hill Book Company, New York, 1983.
Ellyin, F., Lind, N. C., and Sherbourne, A. N., “Elastic Stress Field in a Plate with a Skew Hole”, J. of Eng. Mechanics Division, ASCE 92 (EM1), 1966, pp. 1–10.
Ellyin, F. and Sherbourne, A. N., “Effect of Skew Penetration on Stress Concentration”, J. of Eng. Mechanics Division, ASCE 94 (EM6), 1968, pp. 1317–1336.
Kestin, Joseph, A Course in Thermodynamics, Vols. I and II, McGraw-Hill Book Company, New York, 1979.
Khanukayev, A. N., “A Study of the Effect of Interference of Two Waves Successively Reflected from the Free End of a Rod” (in Russian), in: S. P. Shikhobalov (Ed.), Polarization-Optical Method of Stress Analysis, University of Leningrad, Leningrad, 1960, pp. 253–256.
Ladevèze, Pierre (Ed.), Local Effects in the Analysis of Structures, Elsevier, New York, 1985.
Lakes, Roderick, “Foam Structures with a Negative Poisson’s Ratio”, Science 235, 1987, pp. 1038–1040.
Lewicki, B. and Pindera, J. T., “Photoelastic Models of Reinforced Structures” (in Polish), Archiwum Inzynierii Ladowej, Vol. II (4), 1956, pp. 381–418.
Mohamed, F. A. and Soliman, M. S., “On the Creep Behaviour of Uranium Dioxide”, Materials Science and Engineering 53, 1982, pp. 184–190.
Müller, R. K., “Der Einfluss der Messlänge auf die Ergebnisse bei Dehnmessungen an Beton”, Beton 14 (5), 1964, pp. 205–208.
Neuber, H., Kerbspannungslehre (Notch Stresses), Verlag von Julius Springer, Berlin, 1937.
Pindera, J. T., On Application of Brittle Coatings for Determination of Regions of Plastic Deformations (in Polish), Engineering Transactions (Rozprawy Inzynierskie), Polish Acad. of Sciences, Vol. V (1), 1957, pp. 33–47.
Pindera, Jerzy T., Rheological Properties of Some Polyester Resins, Part I, II, III (in Polish), Engineering Transactions (Rozprawy Inzynierskie)Polish Acad. Sciences, Vol. VII (3 and 4), 1959, pp. 361–411, 481–520, 521–540.
Pindera, J. T., Straka, P., and Tschinke, M. F., “Actual Thermoelastic Response of Some Engineering Materials and Its Applicability in Investigations of Dynamic Response of Structures”, VDI-Berichte, Nr. 313, 1978, pp. 579–584.
Pindera, J. T., “Contemporary Trends in Experimental Mechanics: Foundations, Methods, Applications”, in: J. T. Pindera et al. (Eds), Experimental Mechanics in Research and Development, Solid Mechanics Division, University of Waterloo, Study No. 9, Waterloo, 1973, pp. 143–168.
Pindera, Jerzy T., “Foundations of Experimental Mechanics: Principles of Modelling, Observation and Experimentation”, in: J. T. Pindera (Ed.), New Physical Trends in Experimental Mechanics, Springer-Verlag, Wien, 1981, pp. 188–236.
Pindera, J. T. and Krasnowski, B. R., “Determination of Stress Intensity Factors in Thin and Thick Plates Using Isodyne Photoelasticity”, in: Simpson, Leonard A. (Ed.), Fracture Problems & Solutions in the Energy Industry, Pergamon Press, 1982, pp. 147–156.
Pindera, J. T. (Ed.), Modelling Problems in Crack Tip Mechanics (Proc. of the Tenth Canadian Fracture Conference, August 24–26, 1983, University of Waterloo), Martinus Nijhoff, The Hague, The Netherlands, 1984.
Pindera, J. T., Krasnowski, B. R., and Pindera, M.-J., “Theory of Elastic and Photoelastic Isodynes. Samples of Applications in Composite Structures”, Experimental Mechanics 25 (3), 1985, pp. 272–281.
Pipes, R. B. and Pagano, N. J., “Interlaminar Stresses in Composite Laminates under Uniform Axial Extension”, J. Composite Materials 4, 1970, pp. 538–548.
Provan, J. W., “The Micromechanics of Fatigue Crack Initiation”, in: Pindera, Jerzy T. (Ed.), Modelling Problems in Crack Tip Mechanics, Martinus Nijhoff Publishers, Dordrecht, 1984, pp. 131–154.
Rohrbach, Ch., “Dehnnungsmesstreifen mit metallischen Träger als schnell messbereites, feuchtigkeitsunempfindliches Messelement für Dehnnungsmessungen auf Beton”, Der Bauingenieur 33, 1958, pp. 265–268.
Sarin, G. N., Kontsentratsya Napriazhenii Okolo Otverstii (Stress Concentration around Holes), Gosnd. Izw. Tehkniko-Teoreticheskoy Literatury, Moskva, 1951.
Siebel, E., Handbuch der Werkstoffpriifung, Vols. 1 and 2, Springer-Verlag, Berlin, 1958 and 1955.
Sih, G. C., Williams, M. L., and Swedlow, J. L., Three-Dimensional Stress Distribution Near a Sharp Crack in a Plate of Finite Thickness, Air Force Materials Laboratory, Wright Patterson Air Force Base, AFML-TR, 1966, pp. 66–242.
Sih, G. C., “A Review of the Three-Dimensional Stress Problem for a Cracked Plate”, International Journal of Fracture Mechanics 7, 1971, pp. 39–61.
Sih, G. C., “The State of Affairs Near the Crack Tip”, in: Pindera, Jerzy T. (Ed.), Modelling Problems in Crack Tip Mechanics, Martinus Nijhoff Publishers, Dordrecht, 1984, pp. 65–90.
Sokolnikoff, I. S., Mathematical Theory of Elasticity, McGraw-Hill, 1956.
Sternberg, E. and Sadovsky, M. A., “Three-Dimensional Solution for the Stress Concentration around a Circular Hole in a Plate of Arbitrary Thickness”, Journal of Applied Mechanics, ASME 16 (1), 1949, pp. 27–38.
Thum, A. and Svenson, O., “Die Verformungs-und Beanspruchungsverhältnisse von glatten und gekerbten Stäben, Scheiben and Platten in Abhängigkeit von deren Dicke und Belastungsart”, Forschung Ing. Wes. 13, 1942, pp. 1–11.
Thum, A., Petersen, C., and Svenson, O., Verformung, Spannung und Kerbwirkung (Deformation, Stress and Notch Action), VDI-Verlag, Dusseldorf, 1960.
Wang, S. S. and Choi, I., “Boundary-Layer Effects in Composite Laminates: Part II — Free-Edge Stress Solutions and Basic Characteristics”, J. Applied Mechanics 49, 1982, pp. 549–560.
Youngdahl, C K and Sternberg, E., “Three-Dimensional Stress Concentration Around a Cylindrical Hole in a Semi-Infinite Elastic Body”, Journal of Applied Mechanics, ASME 33 (4), 1966, pp. 855–865.
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© 1989 J. T. Pindera and Sons Engineering Services, Ontario, Canada
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Pindera, J.T., Pindera, MJ. (1989). Basic theoretical issues of stress analysis. Accepted models. In: Isodyne Stress Analysis. Engineering Application of Fracture Mechanics, vol 8. Springer, Dordrecht. https://doi.org/10.1007/978-94-009-0973-1_2
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DOI: https://doi.org/10.1007/978-94-009-0973-1_2
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