Sentence examples for maximum natural frequencies from inspiring English sources

Various cases of optimization problems are formulated and solved using genetic algorithm (GA) in order to obtain optimal locations to yield maximum natural frequencies and loss factors corresponding to the first five modes.

The composite beam with 30 mm fiber length has maximum natural frequency with less amplitude; hence it is suggested for industrial applications.

A new concept of a layerwise optimization approach (LOA) is proposed to optimize vibration behavior for the maximum natural frequency of laminated composite plates.

It is also shown that the rate of change in maximum natural frequency (λmax) decreases as the number of transverse stiffeners increases.

Stage architectural parameters are designed to achieve the maximum natural frequency and then further improved to ensure a robust motion along the working axis.

This optimization scheme aims to obtain the optimal topologies of the structure at the macro-scale level and microstructure of its material at the micro scale simultaneously, so that the resulting structure with a given weight has maximum natural frequency.

In addition, the optimal joint dimensions and compositional gradient exponent were determined using genetic algorithm and ANN models so that the maximum natural frequency and the minimum modal strain energy conditions are satisfied for each natural frequency of the adhesively bonded functionally graded single lap joint.

A computational study is performed to examine the stress distribution at all critical points, maximum reach, natural frequencies and the corresponding mode shapes.

For a single support the maximum fundamental natural frequency of the supported structure is equal to the second natural frequency of the unsupported structure.

The geometrically unconstrained optimum design for maximum fundamental natural frequency obtained by Olhoff (1976) without consideration of thermal load, is shown to be at the same time an optimum design that maximizes the fundamental natural frequency at any temperature rise, but it is found to be associated with zero buckling load.

The majority of variation in the five variables that measured frequency (start frequency, end frequency, maximum frequency, minimum frequency, and frequency at maximum amplitude; see Figure 1c) was explained by PC1 (Table S1).