Sentence examples for beam are also derived from inspiring English sources
The coefficient matrices for the left end and right end of the beam are also derived based on the various boundary conditions of the beam.
A Timoshenko model of composite beam is also derived and used for diagnostic purposes.
A simpler, closed-form approximate expression of the cancellation condition for an elastically supported beam is also derived from the analysis of a single passing load; this approximate formula is in good agreement with the exact results.
The sampling criteria for fan beam computed tomography are also derived.
Elastica-type equations are also derived for a three-dimensional Timoshenko beam with warping excluded.
The next section describes the definition problem of the dynamic analysis of beams to a moving oscillator on tensionless elastic foundation and the governing equations of motion are also derived in this section.
The average beam pattern is also derived to show what the beam pattern with an arbitrary number of collaborative nodes will converge to.
Base on constitutive equations and dynamic/control characteristics, a mathematic hybrid beam model is also derived from the electrostrictive thin shell theory and its dynamic responses, based on the finite difference discretization, are simulated to predict damping ratios resulting from control forces induced by the electrostrictive actuators.
Meanwhile the CDF of the beam pattern with larger K is also derived.
The orthogonality condition for the eigenfunctions of a non-uniform Timoshenko beam with elastic boundary conditions is also derived.
