Hollow shaft under torsion (l = length, D = outer diameter, d = inner diameter, Simply supported beam with load at the middle Helical spring under axial load (d = wire diameter, D = mean coil diameter, n = number of active turns) Fixed-fixed beam with load at the middle 元 2 l2 2 meq1 = m1 + a b m2 + a b m3 l1 l1Įquivalent springs Rod under axial load 1l = length, A = cross sectional area2 Tapered rod under axial load 1D, d = end diameters2 Simply supported beam of mass m carrying a mass M at the middleĬoupled translational and rotational masses Mass (M) attached at end of spring of mass mĬantilever beam of mass m carrying an end mass M IMPORTANT: The access code on this page can be used only once to establish a subscription to the CompanionĮquivalent Masses, Springs and Dampers Equivalent masses m If you do not have access, please contact your local Pearson representative. Please proceed if you already have access to the Instructor Resources. Click on the resources (e.g., Instructor’s Solutions Manual) you want to access, and you will be prompted to sign in with your login name and password. Once you have registered, you can log in at any time by providing your login name and password.įor instructors: To access the Instructor Resources, go to and click on “Instructor Resources”. When prompted, enter the access code given below. Follow the on-screen instructions to establish your login name and password. For students: To access the Companion Website: 1. The one-time password below provides access to additional chapters, answers, and MATLAB programs found on the Companion Website.

Your textbook includes 12 months of prepaid access to the book’s Companion Website. Thank you for purchasing a copy of Mechanical Vibrations, Sixth Edition in SI Units, by Singiresu S. Mechanical Vibrations Sixth Edition in SI Units Numerical integration methods in vibration analysis. Vibration measurement and applications -ġ1. Determination of natural frequencies and mode shapes -ġ0. Vibration under general forcing conditions -ħ. Free vibration of single-degree-of-freedom systems -Ĥ.

Arm and hammer anvil serial numbers