Gomez, J., & Basaran, C. (2005). A thermodynamics based damage mechanics constitutive model
for low cycle fatigue analysis of microelectronics solder joints incorporating size effect.
International Journal of Solids and Structures, 42(13), 3744–3772.
Gomez, J., & Basaran, C. (2006). Damage mechanics constitutive model for Pb/Sn solder joints
incorporating nonlinear kinematic hardening and rate dependent effects using a return mapping
integration algorithm. Mechanics of Materials, 38, 585–598.
Gomez, J., Lin, M., & Basaran, C. (2006). Damage mechanics modeling of concurrent thermal and
vibration loading on electronics packaging. Multidiscipline Modeling in Materials and Structures, 2(3), 309–326.
Gunel, E. M., & Basaran, C. (2010). Stress whitening quantification in thermoformed of mineral
filled acrylics. ASME Journal of Engineering Materials and Technology, 132, 031002–031011.
Gunel, E. M., & Basaran, C. (2011a). Damage characterization in non-isothermal stretching of
acrylics: Part I theory. Mechanics of Materials, 43(12), 979–991.
Gunel, E. M., & Basaran, C. (2011b). Damage characterization in non-isothermal stretching of
acrylics: Part II experimental validation. Mechanics of Materials, 43(12), 992–1012.
Guo, Q., Zaõri, F., & Guo, X. (2018). An intrinsic dissipation model for high-cycle fatigue life
prediction. International Journal of Mechanical Sciences, 140, 163–171.
Haddad, W. M. (2017). Thermodynamics: The unique universal science. Entropy, 19, 621.
Haddad, W. M. (2019). A dynamical systems theory of thermodynamics. Princeton, NJ: Princeton
University Press.
Haddad, W. M., Chellaboina, V., & Nersesov, S. G. (2005). Thermodynamics: A dynamical systems
approach. Princeton, NJ: Princeton University Press.
Halliday, D., & Resnick, R. (1966). Physics. John Wiley & Sons, Inc.
Hsiao, C.-C., & Liang, B.-H. (2018). The generated entropy monitored by pyroelectric sensors.
Sensors, 18, 3320.
Imanian, A., & Modarres, M. (2015). A thermodynamic entropy approach to reliability assessment
with applications to corrosion fatigue. Entropy, 17(10), 6995–7020.
Imanian, A., & Modarres, M. (2018). A thermodynamic entropy-based damage. Assessment with
applications to prognosis and health management. Structural Health Monitoring, 17(2),
240–254.
Jang, J. Y., & Khonsari, M. M. (2018). On the evaluation of fracture fatigue entropy. Theoretical
and Applied Fracture Mechanics, 96, 351–361.
Jaynes, E. (1992). The Gibbs paradox. In C. Smith, G. Erickson, & P. Neudorfer (Eds.), Maximum
entropy and Bayesian methods (pp. 1–22). Dordrecht, The Netherlands: Kluwer Academic
Publishers.
Jaynes, E. T. (1957). Information theory and statistical mechanics. Physics Review, 106, 620–615.
Kestin, J., & Rice, J. R. (1970). Paradoxes in the application of thermodynamics to strained solids.
In E. B. Stuart et al. (Eds.), A critical review of thermodynamics (p. 275). Baltimore: Mono
Book Corp..
Kijalbaev, D., & Chudnovsky, A. (1970). On fracture of deformable solids. Journal of Applied
Mechanics and Technical Physics, N3, 105.
Klamecki, B. E. (1980a). A thermodynamic model of friction. Wear, 63, 113–120.
Klamecki, B. E. (1980b). Wear—An entropy production model. Wear, 58, 325–330.
Klamecki, B. E. (1984). An entropy-based model of plastic deformation energy dissipation in
sliding. Wear, 96, 319–329.
Koschmieder, E. L. (1993). Bénard cells and taylor vortices. Cambridge: Cambridge University
Press. ISBN 0521-40204-2.
Lebowitz, J. (1993). Boltzmann’s entropy and time’s arrow. Physics Today, 46, 32–38.
Li, S., Abdulhamid, M., & Basaran, C. (2008). Simulating damage mechanics of electromigration
and thermomigration. Simulation: Transactions of the Society for Modeling and Simulation
International, 84(8/9), 391–401.
Li, S., & Basaran, C. (2009). A computational damage mechanics model for thermomigration.
Mechanics of Materials, 41(3), 271–278.
References
199
for low cycle fatigue analysis of microelectronics solder joints incorporating size effect.
International Journal of Solids and Structures, 42(13), 3744–3772.
Gomez, J., & Basaran, C. (2006). Damage mechanics constitutive model for Pb/Sn solder joints
incorporating nonlinear kinematic hardening and rate dependent effects using a return mapping
integration algorithm. Mechanics of Materials, 38, 585–598.
Gomez, J., Lin, M., & Basaran, C. (2006). Damage mechanics modeling of concurrent thermal and
vibration loading on electronics packaging. Multidiscipline Modeling in Materials and Structures, 2(3), 309–326.
Gunel, E. M., & Basaran, C. (2010). Stress whitening quantification in thermoformed of mineral
filled acrylics. ASME Journal of Engineering Materials and Technology, 132, 031002–031011.
Gunel, E. M., & Basaran, C. (2011a). Damage characterization in non-isothermal stretching of
acrylics: Part I theory. Mechanics of Materials, 43(12), 979–991.
Gunel, E. M., & Basaran, C. (2011b). Damage characterization in non-isothermal stretching of
acrylics: Part II experimental validation. Mechanics of Materials, 43(12), 992–1012.
Guo, Q., Zaõri, F., & Guo, X. (2018). An intrinsic dissipation model for high-cycle fatigue life
prediction. International Journal of Mechanical Sciences, 140, 163–171.
Haddad, W. M. (2017). Thermodynamics: The unique universal science. Entropy, 19, 621.
Haddad, W. M. (2019). A dynamical systems theory of thermodynamics. Princeton, NJ: Princeton
University Press.
Haddad, W. M., Chellaboina, V., & Nersesov, S. G. (2005). Thermodynamics: A dynamical systems
approach. Princeton, NJ: Princeton University Press.
Halliday, D., & Resnick, R. (1966). Physics. John Wiley & Sons, Inc.
Hsiao, C.-C., & Liang, B.-H. (2018). The generated entropy monitored by pyroelectric sensors.
Sensors, 18, 3320.
Imanian, A., & Modarres, M. (2015). A thermodynamic entropy approach to reliability assessment
with applications to corrosion fatigue. Entropy, 17(10), 6995–7020.
Imanian, A., & Modarres, M. (2018). A thermodynamic entropy-based damage. Assessment with
applications to prognosis and health management. Structural Health Monitoring, 17(2),
240–254.
Jang, J. Y., & Khonsari, M. M. (2018). On the evaluation of fracture fatigue entropy. Theoretical
and Applied Fracture Mechanics, 96, 351–361.
Jaynes, E. (1992). The Gibbs paradox. In C. Smith, G. Erickson, & P. Neudorfer (Eds.), Maximum
entropy and Bayesian methods (pp. 1–22). Dordrecht, The Netherlands: Kluwer Academic
Publishers.
Jaynes, E. T. (1957). Information theory and statistical mechanics. Physics Review, 106, 620–615.
Kestin, J., & Rice, J. R. (1970). Paradoxes in the application of thermodynamics to strained solids.
In E. B. Stuart et al. (Eds.), A critical review of thermodynamics (p. 275). Baltimore: Mono
Book Corp..
Kijalbaev, D., & Chudnovsky, A. (1970). On fracture of deformable solids. Journal of Applied
Mechanics and Technical Physics, N3, 105.
Klamecki, B. E. (1980a). A thermodynamic model of friction. Wear, 63, 113–120.
Klamecki, B. E. (1980b). Wear—An entropy production model. Wear, 58, 325–330.
Klamecki, B. E. (1984). An entropy-based model of plastic deformation energy dissipation in
sliding. Wear, 96, 319–329.
Koschmieder, E. L. (1993). Bénard cells and taylor vortices. Cambridge: Cambridge University
Press. ISBN 0521-40204-2.
Lebowitz, J. (1993). Boltzmann’s entropy and time’s arrow. Physics Today, 46, 32–38.
Li, S., Abdulhamid, M., & Basaran, C. (2008). Simulating damage mechanics of electromigration
and thermomigration. Simulation: Transactions of the Society for Modeling and Simulation
International, 84(8/9), 391–401.
Li, S., & Basaran, C. (2009). A computational damage mechanics model for thermomigration.
Mechanics of Materials, 41(3), 271–278.
References
199