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biharmonic
英音[ bɪhɑːrˈmɒnɪk ] 美音[ bɪhɑːrˈmɑːnɪk ]
重调和
常用释义
词性释义
adj.
双调和的；双谐波的；重调的
例句
全部
重调和
In
chapter
three
,
we
study
the
wavelet
numerical
solution
of
simply
-
supported boundary
value
problem
of
biharmonic
equation
.
第三章，我们考察了双调和方程简支边值问题的非平稳小波数值解。
The
Nontrivial
Solutions
of
a Sort
of
Critical
Biharmonic
Problem
一类临界双调和问题的非平凡解
Existence
of
multiple
solutions
for
a
Critical
semilinear
biharmonic
equation
一类临界半线性双调和方程的多解存在性
The
existence
and
properties
of
positive
entire
solutions
for a
class
of
singular
nonlinear
biharmonic
equations
on Rn
一类Rn上奇异非线性双调和方程正整解的存在性及性质
The
Existence
and
Properties
of
Positive
Entire
Solutions
for a
Class
Semilinear
Biharmonic
Equations
一类半线性双调和方程正整解的存在性及其性质
The
Positive
Entire
Solutions
of a
Class
of
Singular
Semilinear
Biharmonic
Equations
一类奇异的半线性双调和方程的正整解
The
Existence
for the
Solutions
of
the
Critical
Biharmonic
Elliptic
Equation
with
Multi
-
singularity
含多奇性临界双调和椭圆型问题解的存在性
On
Positive
Entire
Solutions
of a
Class
of
Strange
Nonlinear
Biharmonic
Equations
一类奇异的非线性双调和方程正整解
Nontrivial
Solutions
to
Semilinear
Biharmonic
Equation
with
Singular
Critical
Potential
半线性双调和方程奇异位势问题的非平凡解
On
Bifurcation
Problem
for
a
Semilinear
Biharmonic
Equation
一类半线性双调和方程的分歧问题
Eigenvalue
inequalities
for the
biharmonic
elliptic
equations
双调和椭圆型方程的特征值不等式
Existence
of
Multiple
Solutions
for
Singular
Biharmonic
Equation
一类奇异双调和方程的多解存在性
Existence
of
Nontrivial
Solutions
in
p
-
Biharmonic
Problems
with
Critical
Growth
具有临界增长的p-双调和方程非平凡解的存在性
The
multiple
solutions
for the
biharmonic
equation
with
critical
sobolev exponent
含临界增长的双调和方程的多解
Study
on
Technique
for
Generating
Boundary-
Orthogonal
Curvilinear
Coordinate
Grid
Using
the
Biharmonic
Equations
双调和方程生成正交曲线坐标网格技术的研究
On the
positive
solutions
of
semilinear
weighted
critical
biharmonic
equation
半线性带权临界双调和方程的正解
Fundamental
solutions
for
biharmonic
operators
双调和算子的基本解
The
Positive
Solution
of
Semilinear
Biharmonic
Equation
with
Critical
Weight
含临界位势的半线性双调和方程的正解
Solvability
of
a class
of
biharmonic
equation
一类双调和方程的可解性
On
existence
of
positive
solution
for
biharmonic
equation
一类双调和方程正解的存在性
1·Methods Using the fundamental solution of the biharmonic operator, the sequence of fundamental solutions is defined and theoretical derivation is given.
方法利用重调和算子的基本解，定义一基本解系列，进行理论推导。