Sentence examples for mass are derived from inspiring English sources

For |p|>0 sufficiently small, bounds on the renormalized mass are derived for any fixed σ>0.

To this end, discrete equations of motion for classical Euler Bernoulli, Timoshenko and higher-order beams under a moving mass are derived based on Hamilton's principle.

Next, the analytical solutions of the contact force between the string and the mass are derived for harmonically varying surface irregularities.

In this paper, the equations of motion for a non-linearly constrained flexible manipulator with a tip mass are derived by using Hamilton's principle.

We formulate a multi-dimensional friction model, from which the sliding conditions and the sticking conditions of the mass are derived.

Asymptotic laws for the behavior of solute fluctuations in dilute mixtures within differently defined regions of space (constant volume; constant solvent mass) are derived.

The frequency equation of carbon-nanotube-based cantilever sensor with an attached mass is derived analytically using nonlocal elasticity theory.

The relationship equation between the frequency shift of the sensor and the attached mass was derived analytically.

Consistency of the resulting estimators is studied, and a functional central limit theorem for the excess mass is derived in the regression context.

The state-space model of aerodynamic forces on the bridge deck section with eccentric mass is derived through a rational function approximation of unsteady aerodynamics.

Calculation of the first kernel can be performed either via numerical simulations or from experimental data and a useful property of the kernel, namely that the integral over its frequency domain representation is proportional to the oscillating mass, is derived.