High strain-rate deformation of composite materials using a Split Hopkinson Bar technique

Key Engineering Materials

Volumn , Issue 187 PART 1, 2000, Pages 307-312

  Lee, O S ^a   Lee, J Y ^a   Kim, G H ^a   Hwang, J S ^b  

^a Inha University   (South Korea)

^b Yeungnam University   (South Korea)

Author keywords

Composite Materials; Dynamic Maximum Compressive Stresses; Dynamic Stress Strain Behavior; High Strain Rate; Pseudo Dynamic Elastic Moduli; Split Hopkinson Pressure Bar SHPB

Indexed keywords

EID: 10944267955     PISSN: 10139826     EISSN: 16629795     Source Type: Book Series    
DOI: None     Document Type: Article

References (5)

1. L. Pochhammer, On the Propagation Velocities of Small Oscillations in an Unlimited Isotropic Circular Cylinder, J. Reine Angewandte Math., 81, (1876), pp. 324.
2. C. Chree, "The Equations of an Isotropic Elastic Solid in Polar and Cylindrical Coordinates, Their Solutions and Applications", Cambridge Phil. Soc. Trans. 14, (1889), pp. 250
3. M. A. Meyers, "DYNAMIC BEHAVIOR OF MATERIALS", (1994), pp. 54-55
4. C. K. H. Dharan and F.E. Hauser, "Determination of Stress-Strain Characteristics at Very High Strain Rates," Experimental Mechanics, September, (1970), pp. 370-376.
5. D. A. Gorham, "Specimen inertia in high strain-rate compression", IOP Publishing Ltd. (1989), pp. 1888-189