References
Ames, N. M., et al. (2009). A thermo-mechanically coupled theory for large deformations of
amorphous polymers. Part II: Applications. International Journal of Plasticity, 25(8),
1495–1539.
Anand, L. (1986). Moderate deformations in extension-torsion of incompressible isotropic elastic
materials. Journal of the Mechanics and Physics of Solids, 34, 293–304.
Anand, L., & On, H. (1979). Hencky’s approximate strain-energy function for moderate deformations. Journal of Applied Mechanics, 46, 78–82.
Anand, L., et al. (2009). A thermo-mechanically coupled theory for large deformations of amorphous polymers. Part I: Formulation. International Journal of Plasticity, 25(8), 1474–1494.
Arruda, E. M., & Boyce, M. C. (1993). Evolution of plastic anisotropy in amorphous polymers
during finite straining. International Journal of Plasticity, 9(6), 697–720.
Arruda, E. M., Boyce, M. C., & Jayachandran, R. (1995). Effects of strain rate, temperature and
thermomechanical coupling on the finite strain deformation of glassy polymers. Mechanics of
Materials, 19(2–3), 193–212.
Bergström, J. S., & Boyce, M. C. (1998). Constitutive modeling of the large strain time-dependent
behavior of elastomers. Journal of the Mechanics and Physics of Solids, 46(5), 931–954.
Boyce, M. C., Socrate, S., & Llana, P. G. (2000). Constitutive model for the finite deformation
stress-strain behavior of poly(ethylene terephthalate) above the glass transition. Polymer, 41(6),
2183–2201.
Fotheringham, D. G., & Cherry, B. W. (1978). The role of recovery forces in the deformation of
linear polyethylene. Journal of Materials Science, 13(5), 951–964.
Fotheringham, D., Cherry, B. W., & Bauwens-Crowet, C. (1976). Comment on “the compression
yield behaviour of polymethyl methacrylate over a wide range of temperatures and strain-rates”.
Journal of Materials Science, 11(7), 1368–1371.
Francisco, P., Gustavo, S., & Élida, B. H. (1996). Temperature and strain rate dependence of the
tensile yield stress of PVC. Journal of Applied Polymer Science, 61(1), 109–117.
Gent, A. N. (1996). A new constitutive relation for rubber. Rubber Chemistry and Technology, 69
(1), 59–61.
Gunel, M. E., (2010) Large deformation micromechanics of particle filled acrylics at elevated
temperatures. PhD Dissertation submitted to University at Buffalo, SUNY.
Gunel, E. M., & Basaran, C. (2009). Micro-deformation mechanisms in thermoformed alumina
trihydrate reinforced poly(methyl methacrylate). Materials Science and Engineering: A, 523
(1–2), 160–172.
Gunel, E. M., & Basaran, C. (2010). Stress whitening quantification of thermoformed mineral filled
acrylics. Journal of Engineering Materials and Technology, 132(3), 031002.
Gunel, E. M., & Basaran, C. (2011a). Damage characterization in non-isothermal stretching of
acrylics. Part II: Experimental validation. Mechanics of Materials, 43(12), 992–1012.
Gunel, E. M., & Basaran, C. (2011b). Damage characterization in non-isothermal stretching of
acrylics. Part I: Theory. Mechanics of Materials, 43(12), 979–991.
Mandel, J. (1972). Plasticite classique et viscoplasticite (Lecture Notes). Udine: International
Center for Mechanical Sciences.
Nie, S. (2005). A micromechanical study of the damage mechanics of acrylic particulate composites
under thermomechanical loading. (PhD Dissertation), in Civil, Structural and Environmental
Engineering. Buffalo: State University of New York at Buffalo.
Palm, G., Dupaix, R. B., & Castro, J. (2006). Large strain mechanical behavior of poly(methyl
methacrylate) (PMMA) near the glass transition temperature. Journal of Engineering Materials
and Technology, 128(4), 559–563.
Richeton, J., et al. (2005a). A formulation of the cooperative model for the yield stress of
amorphous polymers for a wide range of strain rates and temperatures. Polymer, 46(16),
6035–6043.
Richeton, J., et al. (2005b). A unified model for stiffness modulus of amorphous polymers across
transition temperatures and strain rates. Polymer, 46(19), 8194–8201.
References
393
Ames, N. M., et al. (2009). A thermo-mechanically coupled theory for large deformations of
amorphous polymers. Part II: Applications. International Journal of Plasticity, 25(8),
1495–1539.
Anand, L. (1986). Moderate deformations in extension-torsion of incompressible isotropic elastic
materials. Journal of the Mechanics and Physics of Solids, 34, 293–304.
Anand, L., & On, H. (1979). Hencky’s approximate strain-energy function for moderate deformations. Journal of Applied Mechanics, 46, 78–82.
Anand, L., et al. (2009). A thermo-mechanically coupled theory for large deformations of amorphous polymers. Part I: Formulation. International Journal of Plasticity, 25(8), 1474–1494.
Arruda, E. M., & Boyce, M. C. (1993). Evolution of plastic anisotropy in amorphous polymers
during finite straining. International Journal of Plasticity, 9(6), 697–720.
Arruda, E. M., Boyce, M. C., & Jayachandran, R. (1995). Effects of strain rate, temperature and
thermomechanical coupling on the finite strain deformation of glassy polymers. Mechanics of
Materials, 19(2–3), 193–212.
Bergström, J. S., & Boyce, M. C. (1998). Constitutive modeling of the large strain time-dependent
behavior of elastomers. Journal of the Mechanics and Physics of Solids, 46(5), 931–954.
Boyce, M. C., Socrate, S., & Llana, P. G. (2000). Constitutive model for the finite deformation
stress-strain behavior of poly(ethylene terephthalate) above the glass transition. Polymer, 41(6),
2183–2201.
Fotheringham, D. G., & Cherry, B. W. (1978). The role of recovery forces in the deformation of
linear polyethylene. Journal of Materials Science, 13(5), 951–964.
Fotheringham, D., Cherry, B. W., & Bauwens-Crowet, C. (1976). Comment on “the compression
yield behaviour of polymethyl methacrylate over a wide range of temperatures and strain-rates”.
Journal of Materials Science, 11(7), 1368–1371.
Francisco, P., Gustavo, S., & Élida, B. H. (1996). Temperature and strain rate dependence of the
tensile yield stress of PVC. Journal of Applied Polymer Science, 61(1), 109–117.
Gent, A. N. (1996). A new constitutive relation for rubber. Rubber Chemistry and Technology, 69
(1), 59–61.
Gunel, M. E., (2010) Large deformation micromechanics of particle filled acrylics at elevated
temperatures. PhD Dissertation submitted to University at Buffalo, SUNY.
Gunel, E. M., & Basaran, C. (2009). Micro-deformation mechanisms in thermoformed alumina
trihydrate reinforced poly(methyl methacrylate). Materials Science and Engineering: A, 523
(1–2), 160–172.
Gunel, E. M., & Basaran, C. (2010). Stress whitening quantification of thermoformed mineral filled
acrylics. Journal of Engineering Materials and Technology, 132(3), 031002.
Gunel, E. M., & Basaran, C. (2011a). Damage characterization in non-isothermal stretching of
acrylics. Part II: Experimental validation. Mechanics of Materials, 43(12), 992–1012.
Gunel, E. M., & Basaran, C. (2011b). Damage characterization in non-isothermal stretching of
acrylics. Part I: Theory. Mechanics of Materials, 43(12), 979–991.
Mandel, J. (1972). Plasticite classique et viscoplasticite (Lecture Notes). Udine: International
Center for Mechanical Sciences.
Nie, S. (2005). A micromechanical study of the damage mechanics of acrylic particulate composites
under thermomechanical loading. (PhD Dissertation), in Civil, Structural and Environmental
Engineering. Buffalo: State University of New York at Buffalo.
Palm, G., Dupaix, R. B., & Castro, J. (2006). Large strain mechanical behavior of poly(methyl
methacrylate) (PMMA) near the glass transition temperature. Journal of Engineering Materials
and Technology, 128(4), 559–563.
Richeton, J., et al. (2005a). A formulation of the cooperative model for the yield stress of
amorphous polymers for a wide range of strain rates and temperatures. Polymer, 46(16),
6035–6043.
Richeton, J., et al. (2005b). A unified model for stiffness modulus of amorphous polymers across
transition temperatures and strain rates. Polymer, 46(19), 8194–8201.
References
393