CĂRȚI ÎN ENGLEZĂ ÎN LEGĂTURĂ CU «AEOLOTROPY»
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1
a history of the theory of elasticity
The lecturer then turns to Rankine's nomenclature and deals esi>ecially with
cyboi'd or cubic aeolotropy : see our Arts. 443- 52, especially Art. 450 (v). He
points out that Rankine had remarked that according to Sir David Brewster this
sort of ...
2
A History of the Theory of Elasticity and of the Strength of ...
The lecturer then turns to Rankine's nomenclature and deals especially with
cyboid or cubic aeolotropy: see our Arts. 443— 52, especially Art. 450 He points
out that Rankine had remarked that according to Sir David Brewster this sort of ...
Isaac Todhunter, Karl Pearson, 2014
3
The Non-Linear Field Theories of Mechanics
A simple solid is called aeolotropic, or anisotropic, if its isotropy group, taken
relative to an undistorted reference state, is a proper subgroup g of the
orthogonal group. The type of aeolotropy is characterized by the type of the group
g. A simple ...
C. Truesdell, Walter Noll, Stuart Antman, 2004
4
Baltimore Lectures on Molecular Dynamics and the Wave Theory ...
Aeolotropy is in analogy with Cauchy's word isotropy which means equal
properties in all directions. The formation of a word to represent that which is not
isotropic was a question of some interest to those who had to speak of these
subjects.
William Thomson, Baron Kelvin, William Thomson, Baron, William, William Thomson, Baron Kelvin, 2010
5
Baltimore Lectures on Molecular Dynamics and the Wave Theory ...
Aeolotropy is in analogy with Cauchy's word isotropy which means equal
properties in all directions. The formation of a word to represent that which is not
isotropic was a question of some interest to those who had to speak of these
subjects.
6
Integrodifferential Relations in Linear Elasticity
Such kind of material anisotropy is named as aeolotropy. Aeolotropy means that
the physical properties (e.g., electric conductivity, refractive index) of a body
depend on the direction in which they are measured. Note that the number of
elastic ...
Georgy V. Kostin, Vasily V. Saurin, 2012
7
A Treatise on the Mathematical Theory of Elasticity
Such a medium is said to exhibit “aeolotropy of inertia.” When the medium is
incompressible the wave-surface is the envelope of the plane (22) subject to the
condition I2 m2 n2 —_ +——---' + ---=0; ............................ .. 2' am—# dm-M dm—# (
0 it ...
8
Boundary Element Methods for Engineers and Scientists
These crystal classes describe the arrangement of the atoms in the unit cells, and
thus the dependence of the unit cells' physical properties upon direction, a
phenomenon that is called aeolotropy (Musgrave (1970)). The orientation of the ...
Lothar Gaul, Martin Kögl, Marcus Wagner, 2003
If the piece is too thick for establishing resonance with the frequencies available (
an inch or more) and has so little aeolotropy that the difference of velocities
cannot be measured with sufficient accuracy by timing successive reflections, if
the ...
10
The mathematical world of Walter Noll: a scientific biography
He analysed first the case of contorted aeolotropy, which was, in fact, a
generalization of the known curvilinear aeolotropy from the "classical" theory of
dislocations. He wrote: "A uniform reference K of class C-1 is called a state of
contorted ...
