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Results:
1-8
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Results: 8
Authors:
Sloss, JM
Bruch, JC
Adali, S
Sadek, IS
Citation: Jm. Sloss et al., Piezoelectric patch control using an integral equation approach, THIN WALL S, 39(1), 2001, pp. 45-63
Authors:
Adali, S
Bruch, JC
Sadek, IS
Sloss, JM
Citation: S. Adali et al., Robust shape control of beams with load uncertainties by optimally placed piezo actuators, ST MULT OPT, 19(4), 2000, pp. 274-281
Authors:
Sloss, JM
Bruch, JC
Sadek, IS
Adali, S
Citation: Jm. Sloss et al., A maximum principle for optimal boundary control of multiply-connected vibrating plates, J VIB CONTR, 6(6), 2000, pp. 875-902
Authors:
Jiang, B
Bruch, JC
Sloss, JM
Citation: B. Jiang et al., Convergence of the solution for a domain decomposed, heterogeneously modeled flow past a concave profile problem, NUMER M P D, 16(5), 2000, pp. 459-479
Authors:
Lara, A
Bruch, JC
Sloss, JM
Sadek, IS
Adali, S
Citation: A. Lara et al., Vibration damping in beams via piezo actuation using optimal boundary control, INT J SOL S, 37(44), 2000, pp. 6537-6554
Authors:
Bazezew, A
Bruch, JC
Sloss, JM
Citation: A. Bazezew et al., Numerical solution of the optimal boundary control of transverse vibrations of a beam, NUMER M P D, 15(5), 1999, pp. 558-568
Authors:
Bazezew, A
Bruch, JC
Sloss, JM
Citation: A. Bazezew et al., Optimal distributed control of transverse vibration of a plate, ENG COMPUTA, 16(6-7), 1999, pp. 659-676
Authors:
Sloss, JM
Bruch, JC
Kao, CC
Citation: Jm. Sloss et al., Optimal vibration quenching for an Euler-Bernoulli beam, J MATH ANAL, 239(2), 1999, pp. 306-331
Risultati:
1-8
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