Sentence examples for harmonic body from inspiring English sources

The accuracy of the proposed formulation is assessed in relation to illustrative examples of a bi-material periodic microstructure subjected to harmonic body forces, free charge densities, and heat sources, whose periodicity is much greater than the characteristic microstructural size.

From the basic equations of continuum mechanics in a three-dimensional (3D) isotropic and damped medium excited by harmonic body forces, exact expressions are obtained from quadratic variables for time-averaged energy quantities: kinetic- and strain-energy densities, structural intensity, structural intensity divergence and curl.

This idea can also be supported by the studies reporting that the gait harmony can be estimated by the ratio between even and odd harmonics of body kinematics [ 1, 3].

This propagator includes perturbations arising from low-order gravitational harmonics, third-body influences and solar radiation pressure (SRP).

In order to prove our results, we give two inequalities for the general (L_{p} -harmonic BL_{p} -harmonicin Section 3.

It is derived from Farassat's 'Formulation 1A', that is a time-domain boundary integral representation for the solution of the Ffowcs-Williams and Hawkings equation, and represents noise as harmonic response to body kinematics and aerodynamic loads via frequency-response-function matrices.

In previous biomechanical studies, harmony was estimated computing the proportion between even and odd harmonics of the body kinematics and/or the proportion between two lower limb kinematics recorded during two consecutive steps, that is, within the same gait cycle [ 1, 3, 8, 9].

Acoustic two-dimensional harmonic radiation and rigid body scattering from cylinders of arbitrary shape with a plane of symmetry are addressed using an internal line monopole and dipole source distribution along the plane of symmetry.

In contrast with our hypothesis and previous studies [ 9], the smoothness of upper body accelerations (harmonic ratios) was not significantly affected in our sample of PD participants.

"Our study of the Grand Slam tournament ratings says to us that tape delay can depress ratings by 50percentTherehere's no certain way to tell whether the culprit for lower-than-hoped-for ratings is tape delay, bad matches, dull personalities or the harmonic covergence of heavenly bodies.

Besides these properties, we also establish an upper bound for dual mixed volumes (widetilde{V}_{i}(cdot, cdot)) of (L_{p}) harmonic radial combination of star bodies and their polar bodies as follows.