1969
DOI: 10.1080/10601326908053826
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Structural Ablative Plastics

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“…*, 2 nd m appearing in (13) and (14) are material properties. In a fashion tir'lar to that of Lianis, the entropy functional can be 9xpressed in term of a linar integral of a nonlinear function of the quantities F and S. This yields, as shown In (S), expressions similar to (13) and (14), in which the arguments of the single integral are various derivatives of the original nonlinear fuection. It is not particularly relevant to display the result obtained here, since it is reasonably complex, and certainly not suggestive of any particular Interpretation.…”
Section: Verification Of Antenna Capabilities (C H Durney and R Wmentioning
confidence: 99%
“…*, 2 nd m appearing in (13) and (14) are material properties. In a fashion tir'lar to that of Lianis, the entropy functional can be 9xpressed in term of a linar integral of a nonlinear function of the quantities F and S. This yields, as shown In (S), expressions similar to (13) and (14), in which the arguments of the single integral are various derivatives of the original nonlinear fuection. It is not particularly relevant to display the result obtained here, since it is reasonably complex, and certainly not suggestive of any particular Interpretation.…”
Section: Verification Of Antenna Capabilities (C H Durney and R Wmentioning
confidence: 99%