Solutions of Non-Linear Differential Equation (∂u)/(∂t)+(45)/2∂^2u^2(∂u)/(∂x)-(∂^5u)/(∂x^5)=0

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概要

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• The non-linear partial differential equation :l( f(45/2)d'!/" tlx #XXXXX"0?has solutions exr>ressed b>' ellir>tic functions. A solitar>r wave solution is alsofound to be w=:bv'x/3<$[3sech"(,4(C -(o)) -11, with C=,c -(9c>tct/2), A=VJ(ex -?3)/2, et= -2es=2Vtc/(36), and anx constants 4o and K.

• 社団法人日本物理学会の論文
• 1981-04-15

著者

• Takizawa Eiiti

  Institute Of Precision Mechanics Faculty Of Engineering Hokkaido University

• YAMAMOTO Yosinori

  Institute of Precision Mechanics,Faculty of Engineering,Hokkaido University

• Yamamoto Yosinori

  Institute Of Precision Mechanics Faculty Of Engineering Hokkaido University

関連論文

• On a Solution on Non-Linear Time-Evolution Equation of Fifth Order
• Solutions of Non-Linear Differential Equation (∂u)/(∂t)+(45)/2∂^2u^2(∂u)/(∂x)-(∂^5u)/(∂x^5)=0

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