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Theory Of Myklestad Method Of Dynamic
Application Of The Myklestad Method
Theory For Matrix Methods
24 other sections not shown
analog computer analyzed ANGMAX Appendix axis bending calculated centroid CIXX column command voltage complex Computed mode shape computer studies considered cross section curves damping ratio deflection displacement dynamic characteristics dynamic equation eigenvalues eigenvectors elements equal natural frequencies equivalent polar Experimental mode shape folded-U structure forcing function Giddings and Lewis headstock inch inverted-L structure Lagrange's equation lead-screw stiffness loads lumped masses lumped-mass model machine base machine structure machine system Machine Tool mill structure modal analysis mode of vibration model die mill modulus of elasticity motion Myklestad method natural frequencies nth mode parameters PRINT problem quency remainder slope rotary inertia rotation saddle servovalve shape for mode shear shown in Fig simple harmonic motion simulation static and dynamic stiffness matrix approach structure Figure Subroutine T+U T+U T+U tion tool point torque torsional stiffness transfer function u u u UNSYMEIG values