Optimal Protection from Impact, Shock and Vibration
CRC Press, Mar 7, 2001 - Technology & Engineering - 472 pages
Systems that provide protection from impact, shock and vibration are held up by sophisticated physical principles. In this volume, the author explores those principles in a straightforward manner. All aspects of the theory of optimal isolation are presented, from a description of the systems that use these principles to the design of such systems and the limits of the approach. The text offers several examples of how optimal isolation has been applied in real-world situations, thus serving to emphasize and elucidate the explanation of the theory. Optimal Protection From Impact, Shock and Vibration is ideal for applied engineers and mathematicians, whether students or professionals, who need to understand optimal protection.
What people are saying - Write a review
We haven't found any reviews in the usual places.
SYSTEMS WITH ISOLATORS AND PROBLEMS OF OPTIMIZING
OPTIMAL PROTECTION OF RECTILENEARLY MOVING
OPTIMAL PROTECTION OF ROTATING OBJECTS FROM
OPTIMAL ISOLATION FOR A CLASS OF DISTURBANCES
OPTIMIZATION OF SHOCK ISOLATORS FOR AN OBJECT WITH
OPTIMIZATION OF VIBRATION ISOLATION SYSTEMS
OPTIMAL DAMPING OF TRANSIENT MOTION IN MULTI
absolute value according to Eq admissible amplitude base body being isolated calculate conditions of Eq Consider constant continuous functions control function control of Eq coordinates corresponding curve damping coefficient defined by Eq design variables differential equation dimensionless external disturbance follows from Eq force transmitted form of Eq function of Eq function U(t Hence inertial reference frame initial conditions initial-value problem instant instantaneous impact integral intersection interval isolation systems limiting isolation capabilities limiting performance linear programming linear spring mass minimization minimum monotonically decreases object being isolated ofEq open-loop control optimal control optimal parameters optimal value optimization problem peak displacement performance criteria performance index pneumatic spring prescribed problem of Eq problem of optimal programming problem quantity rattlespace reference frame respect shock absorber shock and vibration shock isolation shown in Fig single-degree-of-freedom system solving specified system of Eq system with isolators vector velocity vibration isolation y intersects