The free torsional vibrations of a linearly tapered, twisted flexible blade
, rotationally constrained at an arbitrary position along the length of bla
de, have been investigated using neural networks. The blade has a rectangul
ar cross-section with equal taper in th horizontal and vertical planes, in
addition to the flexibility at the root portion. The constraint is a rotati
onal spring. The constraint on the blade at an optimum location is designed
so as to increase the lowest natural frequency of the blades with consider
able root flexibility. The optimum location is determined as the position o
f the node in the second mode shape of the unconstrained tapered blade with
flexible roots. A trained neural network is used to identify the location
of the nodal or optimum point for a given blade-taper ratio and root flexib
ility parameter. The minimum stiffness of the constraint at an optimum posi
tion for a maximum raise in the first eigenfrequency is evaluated. Results
are presented in tabular and graphical form.