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1
Nonlinear theory of shallow shells (Applied Mathematical Sciences)
DB SPRINGER
Iosif Izrailevich Vorovich
hκ
ϕ
theorem
shell
boundary
lemma
solution
nonlinear
shells
dα
assume
shallow
method
solutions
vector
equation
equations
stability
function
surface
methods
wαi
consider
defined
iκκ
satisfied
αj
generalized
proved
solvability
prove
furthermore
tκ
continuous
elastic
wα
linear
first
inequality
αi
2hκ
wαj
dsij
functions
figure
spaces
sufficiently
ϕk
analysis
pij
Tahun:
1998
Bahasa:
english
File:
PDF, 6.99 MB
Tag Anda:
0
/
0
english, 1998
2
Nonlinear Theory of Shallow Shells
Springer-Verlag New York
I. I. Vorovich (auth.)
hκ
ϕ
theorem
shell
boundary
lemma
solution
nonlinear
shells
dα
assume
shallow
method
solutions
vector
equation
equations
stability
function
surface
methods
wαi
consider
defined
iκκ
satisfied
αj
generalized
proved
solvability
prove
furthermore
tκ
continuous
elastic
wα
linear
first
inequality
αi
2hκ
dsij
wαj
functions
figure
spaces
sufficiently
pij
ϕk
analysis
Tahun:
1999
Bahasa:
english
File:
PDF, 12.78 MB
Tag Anda:
0
/
0
english, 1999
3
Nonlinear Theory of Shallow Shells
Springer-Verlag New York
I. I. Vorovich (auth.)
hκ
theorem
shell
boundary
lemma
solution
nonlinear
shells
α2
assume
shallow
method
α1
solutions
vector
equation
equations
ijkl
stability
function
surface
methods
consider
defined
satisfied
generalized
proved
solvability
prove
furthermore
continuous
elastic
iκκ
linear
inequality
tκ
αj
cikcjl
functions
figure
sufficiently
spaces
analysis
gκκ
moscow
theorems
αi
displacements
mathematical
htκ
Tahun:
1999
Bahasa:
english
File:
DJVU, 2.22 MB
Tag Anda:
0
/
0
english, 1999
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