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In this paper we study the uniform decay estimates ofthe energy for the nonlinear wave equation of Kirchho typey00(t) M (jr y(t)j2)4 y(t) + y0(t) = f(t)with the damping constant > 0 in a bounded domain Rn .
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참고문헌 (15)
참고문헌 신청
/ 1971. / \it Theory of Viscoelasticity}
/ 1979 / \it Energy decay estimates and exact boundary value controllability for the wave equation in a bounded domain} : 249 ~
/ 1982 / \it A mathematical model for linear elastic systems with structural damping} : 433 ~
/ 1990 / \it A direct method for the boundary stabilization ofthe wave equation} (1) : 33 ~
/ 1997 / Exponential energy decay estimate for the solutions of internally damped wave equation in a bounded domain (2) : 510 ~ 520
/ 1979 / \it Energy decay estimates and exact boundary value controllability for the wave equation in a bounded domain} : 249 ~
/ 1982 / \it A mathematical model for linear elastic systems with structural damping} : 433 ~
/ 1990 / \it A direct method for the boundary stabilization ofthe wave equation} (1) : 33 ~
/ 1997 / Exponential energy decay estimate for the solutions of internally damped wave equation in a bounded domain (2) : 510 ~ 520
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