Optimization of two-component composite armor against ballistic impact
Using Florence's model we determined an optimal design of a two-component ceramic-faced lightweight armor against normal ballistic impact. The solution is found in a closed form that allowed us to determine the thicknesses of the plates in the optimal armor as functions of the specified areal density of the armor, parameters determining the material properties of the armor's components and characteristics of the impactor.
Optimization of two component ceramic armor for a given impact velocity
Abstract Using Florence’s model a problem of two-component ceramic-faced lightweight armors design against ballistic impact is solved. Approximate analytical formulas are derived for areal density and thicknesses of the plates of the optimal armor as functions of parameters determining the properties of the materials of the armor components, cross-section and mass of an impactor, and of the expected impact velocity.
Shakespeare, Machiavelli, and Montaigne: Power and Subjectivity from Richard II to Hamlet
HISTORICISM AND THE CULTURAL PRESENT IN SHAKESPEARE STUDIES: SUBJECTIVITY IN EARLY AND LATE MODERNITY HAMLET AND THE TRAGEDY OF THE SUBJECT