All Stories

  1. Interaction effects from the elastodynamic scattering by two symmetric spherical cavities
  2. Solution for the Dynamic Elastically Compressible Power-Law Strain Hardening Cylindrical Cavity-Expansion Problem
  3. Effect of Target Diameter on the Perforation of Aluminum Plates by Rigid Ogive-Nose Rod Projectiles
  4. Correction to: Perforation of Steel Plates with 7.62 mm APM2 Bullets
  5. Perforation of Steel Plates with 7.62 mm APM2 Bullets
  6. Ballistic-Limit Velocities for 7.62 mm APM2 Bullets and Aluminum Alloy Armor Plates
  7. A Conical Striker Bar to Obtain Constant True Strain Rate for Kolsky Bar Experiments
  8. Comment on “The effect of target inertia on the penetration of aluminum targets by rigid ogive-nosed long rods” (Int J Impact Eng 2016; 91: 6-13)
  9. Cylindrical cavity expansion approximations using different constitutive models for the target material
  10. Response to: A comment on “The effect of target inertia on the penetration of aluminum targets by rigid ogive-nosed long rods” by T.L. Warren, Int. J. Impact Eng. 2016 by Z. Rosenberg and E. Dekel
  11. The effect of target inertia on the penetration of aluminum targets by rigid ogive-nosed long rods
  12. Penetration of common ordinary strength water saturated concrete targets by rigid ogive-nosed steel projectiles
  13. Perforation of 6082-T651 Aluminum Plates with 7.62 mm APM2 Bullets at Normal and Oblique Impacts
  14. Perforation of 6082-T651 Aluminum Plates with 7.62 mm APM2 Bullets at Normal and Oblique Impacts
  15. A Scaling Law for APM2 Bullets and Aluminum Armor
  16. Deceleration-Displacement Response for Projectiles That Penetrate Concrete Targets
  17. Evaluation of Large Amplitude Deceleration Data from Projectile Penetration into Concrete Targets
  18. Perforation of Aluminum Plates with 7.62 APM2 Bullets
  19. Perforation of 7075-T651 Aluminum Armor Plates with 7.62 mm APM2 Bullets
  20. Comments on the Effect of Radial Inertia in the Kolsky Bar Test for an Incompressible Material
  21. Comment on “Penetration equations for ogive-nose rods into aluminum targets” (Int J Impact Eng 2008; 35: 727-730)
  22. Perforation of 5083-H116 Aluminum Armor Plates with Ogive-Nose Rods and 7.62 mm APM2 Bullets
  23. A non-ordinary state-based peridynamic method to model solid material deformation and fracture
  24. Perforation of AA5083-H116 aluminium plates with conical-nose steel projectiles – Calculations
  25. Perforation equations for conical and ogival nose rigid projectiles into aluminum target plates
  26. Penetration equations for ogive-nose rods into aluminum targets
  27. Penetration of limestone targets by ogive-nosed VAR 4340 steel projectiles at oblique angles: experiments and simulations
  28. Penetration into low-strength (23MPa) concrete: target characterization and simulations
  29. Simulations of the penetration of limestone targets by ogive-nose 4340 steel projectiles
  30. Penetration of 6061-T6511 aluminum targets by ogive-nosed VAR 4340 steel projectiles at oblique angles: experiments and simulations
  31. Simulations of the penetration of 6061-T6511 aluminum targets by spherical-nosed VAR 4340 steel projectiles
  32. Penetration of 6061-T6511 aluminum targets by ogive-nose steel projectiles with striking velocities between 0.5 and 3.0 km/s
  33. The Effect of Strain Rate on the Dynamic Expansion of Cylindrical Cavities
  34. Effects of strain hardening and strain-rate sensitivity on the penetration of aluminum targets with spherical-nosed rods
  35. Perforation of aluminum plates with ogive-nose steel rods at normal and oblique impacts
  36. Random Cantor set models for the elastic-perfectly plastic contact of rough surfaces
  37. A Fractal Model for the Rigid-Perfectly Plastic Contact of Rough Surfaces
  38. A fractal model for the static coefficient of friction at the fiber-matrix interface
  39. Fractal models of elastic-perfectly plastic contact of rough surfaces based on the Cantor set
  40. Atomic force microscope imaging of the surface roughness of SCS- and TiB2-coated SiC fibres and uncoated sapphire fibres
  41. Negative Poisson’s ratio in a transversely isotropic foam structure