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ON NONLINEAR HYPERBOLIC EQUATION IN UNBOUNDED DOMAIN

ON NONLINEAR HYPERBOLIC EQUATION IN UNBOUNDED DOMAIN
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摘要 The following nonlinear hyperbolic equation is discussed in this paper:where A= -? + Iandx∈Rn. The model comes from the transverse deflection equation of an extensible beam. We prove that there exists a unique local solution of the above equation as M depends on x. The following nonlinear hyperbolic equation is discussed in this paper:where A= -? + Iandx∈Rn. The model comes from the transverse deflection equation of an extensible beam. We prove that there exists a unique local solution of the above equation as M depends on x.
作者 耿堤 屈长征
机构地区 Lanzhou University
出处 《Applied Mathematics and Mechanics(English Edition)》 SCIE EI 1992年第3期255-261,共7页 应用数学和力学(英文版)
关键词 nonlinear hyperbolic equations unbounded domain energy estimation fixed point method nonlinear hyperbolic equations, unbounded domain, energy estimation, fixed point method
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