The correlation between shear elastic modulus and glass transition temperature of bulk metallic glasses. Lu, Z., Li, J., Shao, H., Gleiter, H., & Ni, X. Applied Physics Letters, 94(9):091907, March, 2009. WOS:000264523100029
doi  abstract   bibtex   
Based on Varshni equation, the shear elastic modulus at the glass transition temperature [G(T(g))] and the shear elastic modulus at 0 K [G(0)] were calculated from the elastic modulus measured at room temperature for various bulk metallic glasses (BMGs). The G(T(g))/G(0) ratios for various BMGs are almost the same and have a value around 0.85. This unique correlation implies that the glass transition occurs when the shear modulus of a BMG decreases to about 85% of G(0). This correlation between shear modulus and glass transition is of significance in understanding the glass transition of BMGs.
@article{ lu_correlation_2009,
  title = {The correlation between shear elastic modulus and glass transition temperature of bulk metallic glasses},
  volume = {94},
  issn = {0003-6951},
  doi = {10.1063/1.3093879},
  abstract = {Based on Varshni equation, the shear elastic modulus at the glass transition temperature [G(T(g))] and the shear elastic modulus at 0 K [G(0)] were calculated from the elastic modulus measured at room temperature for various bulk metallic glasses ({BMGs}). The G(T(g))/G(0) ratios for various {BMGs} are almost the same and have a value around 0.85. This unique correlation implies that the glass transition occurs when the shear modulus of a {BMG} decreases to about 85% of G(0). This correlation between shear modulus and glass transition is of significance in understanding the glass transition of {BMGs}.},
  number = {9},
  journal = {Applied Physics Letters},
  author = {Lu, Zhibin and Li, Jiangong and Shao, Hang and Gleiter, H. and Ni, Xia},
  month = {March},
  year = {2009},
  note = {{WOS}:000264523100029},
  pages = {091907}
}

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