Fundamental Issues and Applications of Shock-Wave and High-Strain-Rate Phenomena 2001
DOI: 10.1016/b978-008043896-2/50118-2
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Appropriate material selection for surrogate leg models subjected to blast loading

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Cited by 4 publications
(4 citation statements)
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“…1, which yield G  = 1.552E4 Pa , K  = 2.076E9 Pa , E  = 4.656E4 Pa , and ν = 0.4999963. The static stiffness of the Synbone skull has been measured from uniaxial tensile tests, E  = 1.4E9 Pa , which is in agreement with values reported in literature (Cronin et al, 2000); ν = 0.469, and the density is 700 kg/m 3 . The compression wave speed and shear wave speed of the Synbone material is c p  = 3415 m/s and c s  = 825 m/s respectively.…”
Section: Methodssupporting
confidence: 88%
“…1, which yield G  = 1.552E4 Pa , K  = 2.076E9 Pa , E  = 4.656E4 Pa , and ν = 0.4999963. The static stiffness of the Synbone skull has been measured from uniaxial tensile tests, E  = 1.4E9 Pa , which is in agreement with values reported in literature (Cronin et al, 2000); ν = 0.469, and the density is 700 kg/m 3 . The compression wave speed and shear wave speed of the Synbone material is c p  = 3415 m/s and c s  = 825 m/s respectively.…”
Section: Methodssupporting
confidence: 88%
“…(ii) Single-use surrogates Single-use surrogate lower limbs specifically designed to assess the effects of blasts include the complex lower leg (CLL) and the frangible surrogate leg (FSL) [32,45,46]. The CLL has been tested at the TROSS set-up and was claimed to show realistic injury patterns and biofidelic response under footplate velocities of 3.4 -8.5 m s 21 [32].…”
Section: Current Clinical Focusmentioning
confidence: 99%
“…The input data includes density, Poisson's ratio and a load curve (either force-displacement or stress-strain) which it uses to calculate the two parameters A and B. This model, with an appropriate strain-rate curve at the expected strain rates, has been used for modeling polyurethane rubber response to blast loading with some success [3][4][5].…”
Section: Nearly Incompressible Rubber Materials (Polyureth Ane)mentioning
confidence: 99%
“…Numerical modelling allows for the evaluation of many concepts at a lower cost. To ensure that numerical mod-els will be realistic, several simpler models have been analysed and validated with experimental results [3][4][5]. These models found that the explosive gases expand at speeds as high as 1800 m/s.…”
Section: Introductionmentioning
confidence: 99%