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The frequency equations and mode shape functions are represented in terms of the elements of the structural transfer matrices.
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The distributions of slippage coefficients are represented in terms of three functions satisfying C1 continuity.
The radiation forces are represented in terms of impulse response functions, infinite frequency added mass and radiation restoring coefficients.
In this analysis, the uncertainties in the (CSR) and (CRR) are represented in terms of corresponding probability density functions.
T and V are represented in terms of spherical harmonics, which are not necessarily orthogonal basis functions in QD and MA coordinates.
Since the services are represented in terms of states.
Computations are represented in terms of the resources they require.
As is typical for space time DG schemes, the discrete solution is represented in terms of space time basis functions.
The last term that is represented in terms of a cosine function exhibits interference between the two components.
The first order velocity effects in the acoustical wave equation are treated as inhomogeneous (source) terms and the solution is represented in terms of a Green function integral.
On the other hand, the eigenstate is represented in terms of Fock state wave function such that | α 〉 = exp − 1 2 α 0 2 ∑ n α n n !
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