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1
Polyester: Properties, Preparation and Applications
Hina Yamashita
,
Yui Nakano
cnt
nanocomposites
temperature
figure
polymer
thermal
content
hydrolysis
crystallization
polyester
rate
degradation
mol
pcn
poly
shape
cotton
reaction
polym
ppsu
effect
polyesters
copolymers
temperatures
samples
increasing
shown
modulus
peg
values
weight
mechanical
copolymer
ipns
melting
polymers
matrix
stability
chemical
materials
surface
increased
nylon
tensile
observed
ethylene
sci
behavior
molecular
formation
年:
2008
语言:
english
文件:
PDF, 8.29 MB
您的标签:
0
/
0
english, 2008
2
High-Temperature Polymer Nanocomposites Based on Heterocyclic Networks from Nitrile Monomers
Springer
Vladimir A. Bershtein
,
Pavel N. Yakushev
nanocomposites
matrix
nanoparticles
mmt
thermal
phthalonitrile
bershtein
neat
polymer
nanocomposite
temperature
composites
content
dynamics
doi.org
transition
network
cured
modulus
spectra
mechanical
silica
temperatures
materials
obtained
sio2
effect
curing
amino
baphn
ester
figure
observed
dcbe
increased
cyanate
stability
contents
dma
gpa
values
containing
units
dynamic
matrices
shows
nanolayers
derradji
baph
groups
年:
2023
语言:
english
文件:
PDF, 8.16 MB
您的标签:
0
/
5.0
english, 2023
3
High-Temperature Polymer Nanocomposites Based on Heterocyclic Networks from Nitrile Monomers
Springer
Bershtein V.A.
,
Yakushev P.N.
nanocomposites
matrix
nanoparticles
mmt
thermal
phthalonitrile
bershtein
neat
polymer
nanocomposite
temperature
composites
content
dynamics
doi.org
transition
network
cured
modulus
spectra
mechanical
silica
temperatures
materials
obtained
sio2
effect
curing
amino
baphn
ester
figure
observed
dcbe
increased
cyanate
stability
contents
dma
gpa
values
containing
units
dynamic
matrices
shows
nanolayers
derradji
baph
groups
年:
2023
语言:
english
文件:
PDF, 8.19 MB
您的标签:
0
/
5.0
english, 2023
4
Numbers with small prime factors, and the least kth power non-residue
American Mathematical Society
Norton K.K.
theorem
factors
lemma
norton
function
positive
estimate
estimates
integer
integers
suppose
define
exp
debruijn
formula
obtained
defined
kth
soc
residue
error
karlk
log2x
specific
sums
absolute
whenever
assume
dickman
method
otherwise
vinogradov
assumption
fainleib
formulas
furthermore
levin
logx
primes
ramaswami
replaced
yields
apply
asymptotic
chowla
prove
residues
values
complicated
euler
年:
1971
语言:
english
文件:
DJVU, 548 KB
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0
/
0
english, 1971
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