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This paper presents an integrated FEM-ANN approach to compute accurate value of bend angle during laser bending process.
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Φ D (z) is the value of band bending, which ranges from zero in the bulk to a maximum of Φ D at the interface.
Centrifugal forces add up with aerodynamic forces and result into a high value of bending stresses and deflections in these blades.
Also, The K-feldspar/quartz mass ratio (F/Q) has a linear relation with the modulus of alkaline activator at the peak value of bending strength.
After investigating the characteristics such as differential mode delay (DMD), inter-core crosstalk (XT), threshold value of bending radius (Rpk), relative core multiplicity factor (RCMF) and cable cutoff wavelength (λcc), we present an optimized scheme for this DRS-FM-MCF.
We also report that the value of bending rigidity (bending stiffness) affects the distance between the divergence velocity and the flutter velocity: the higher the bending rigidity, the larger the distance.
The maximum value of bending moment is the critical bending moment, and corresponding compressive strain is the critical compressive strain.
Maximum bending moment is at GS columns and the value of bending moment reduces with the increment of storey height in model R0.
It is seen that the value of bending stress calculated at any depth of beam is more in case of MIF in comparison to bending theory and FEM.
m sd is calculated from a linear elastic (uncracked) model, as the average value of bending moment in the support strip.
It calculates the peak value of bending stress at tooth root during meshing process, so a load history of the tooth can be given in a series of discrete values.
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