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longitudinal acoustic waves in glycerol. Phys Rev B 70:054203
Sotta P, Deloche B, Herz J, Lapp A, Durand D, Rabadeux JC (1987) Evidence for short-range
orientational couplings between chain segments in strained rubbers: a deuterium magnetic
resonance investigation. Macromolecules 20:2769–2774
Tolstoi DM (1952) A molecular theory for slippage of liquids over solid surfaces. Dokl Acad Nauk
SSSR 85:1089–1092
Trachenko K (2017) Lagrangian formulation and symmetrical description of liquid dynamics. Phys.
Rev. E 96:062134.
Trachenko K, Brazhkin VV (2016) Collective modes and thermodynamics of the liquid state. Rep
Prog Phys 79:016502–016538
Tracht U, Wilhelm M, Heuer A, Feng H, Schmidt-Rohr K, Spiess HW (1998a) Correlated
heterogeneous dynamics in glass-forming polymers. Phys Rev Lett 81:2727
Tracht U, Wilhelm M, Heuer A, Feng H, Schmidt-Rohr K, Spiess HW (1998b) Length scale of
dynamic heterogeneities at the glass transition determined by multidimensional nuclear magnetic resonance. Phys Rev Lett 81:2727–2730
Volino F (1997) Théorie viscoélastique non-extensive VI. Application á un liquide formant une
phase vitreuse: l’Ortho TerPhényl (OTP). Ann Phys 22:181–231
Wang S-Q, Ravindranath S, Wang Y, Boukany P (2007) New theoretical considerations in polymer
rheology: elastic breakdown of chain entanglement network. J Chem Phys 127:064903
Watanabe H, Kanaya T, Takahashi Y, (2007) Rheo-SANS behavior of Entangled Polymer Chains
with Local Label Under Fast Shear Flow, Activity Report on Neutron Scattering Research:
Experimental Reports 14:265
Weissenberg K (1948) Proc. 1st Intern. Rheol. Cong. Holland , pp 1–29
Young T (1805) An essay of the cohesion of fluids. Philos Trans Soc Lond 95:65–87
Zaccone A, Blundell JR, Terentjev EM (2011) Network disorder and nonaffine deformations in
marginal solids. Phys Rev B 84:174119
Zhu Y, Granick S (2004) Superlubricity: a paradox about confined fluids resolved. Phys Rev Lett
93:096101
9 Probing Submillimeter Dynamics to Access Static Shear Elasticity from. . .
271
longitudinal acoustic waves in glycerol. Phys Rev B 70:054203
Sotta P, Deloche B, Herz J, Lapp A, Durand D, Rabadeux JC (1987) Evidence for short-range
orientational couplings between chain segments in strained rubbers: a deuterium magnetic
resonance investigation. Macromolecules 20:2769–2774
Tolstoi DM (1952) A molecular theory for slippage of liquids over solid surfaces. Dokl Acad Nauk
SSSR 85:1089–1092
Trachenko K (2017) Lagrangian formulation and symmetrical description of liquid dynamics. Phys.
Rev. E 96:062134.
Trachenko K, Brazhkin VV (2016) Collective modes and thermodynamics of the liquid state. Rep
Prog Phys 79:016502–016538
Tracht U, Wilhelm M, Heuer A, Feng H, Schmidt-Rohr K, Spiess HW (1998a) Correlated
heterogeneous dynamics in glass-forming polymers. Phys Rev Lett 81:2727
Tracht U, Wilhelm M, Heuer A, Feng H, Schmidt-Rohr K, Spiess HW (1998b) Length scale of
dynamic heterogeneities at the glass transition determined by multidimensional nuclear magnetic resonance. Phys Rev Lett 81:2727–2730
Volino F (1997) Théorie viscoélastique non-extensive VI. Application á un liquide formant une
phase vitreuse: l’Ortho TerPhényl (OTP). Ann Phys 22:181–231
Wang S-Q, Ravindranath S, Wang Y, Boukany P (2007) New theoretical considerations in polymer
rheology: elastic breakdown of chain entanglement network. J Chem Phys 127:064903
Watanabe H, Kanaya T, Takahashi Y, (2007) Rheo-SANS behavior of Entangled Polymer Chains
with Local Label Under Fast Shear Flow, Activity Report on Neutron Scattering Research:
Experimental Reports 14:265
Weissenberg K (1948) Proc. 1st Intern. Rheol. Cong. Holland , pp 1–29
Young T (1805) An essay of the cohesion of fluids. Philos Trans Soc Lond 95:65–87
Zaccone A, Blundell JR, Terentjev EM (2011) Network disorder and nonaffine deformations in
marginal solids. Phys Rev B 84:174119
Zhu Y, Granick S (2004) Superlubricity: a paradox about confined fluids resolved. Phys Rev Lett
93:096101
9 Probing Submillimeter Dynamics to Access Static Shear Elasticity from. . .
271