Civil Engineering Reference
In-Depth Information
interval change (
k
≈
). So for ethylene glycol water mixture, from calculations
(Figure 5.5) has been showed at
k
,
c
0
0
0
>
k
for
k
~
c
.
For considered above systems from Figure 5.5 and Figure 5.6 boiling temperature
dependences on concentration of a mixture have been resulted. At
k
≤
c
0, 01
k
≤≤
for
0, 3
, and at
0
0
0
0
k
=1 and
c
0
=
1
pure water with steam bubble has been received. Temperature of boiling of such liquid
was (
accordingly pure bubbly ethyl spirit
(
)
). At
k
0
=
0
and
c
0
=
0
0
T
=
350
0
K
T
=
373
K
0
0
ethylene glycol
(
)
has been received.
0
T
=
470
K
0
KeyWords
•
diffusion dissipation
•
ethyl spirit
•
ethylene glycol
•
monochromatic waves
•
thermal dissipation
references
1. Hariri Asli, K. (2007). Interpenetration of two fluids at parallel between plates and turbulent
moving in pipe. Ph. D. Thesis, pp. 8-12.
2. Vargaftic, N. B. (1972). The directory of thermo physics properties of gases and liquids. М,
“Nauka”.
3. Gerasimov, Y. I. (1963). A physical chemistry course. Vol.1. М Goskhimizdat.
4. Nagiyev, F. B. and Kadirov, B. A., (1985). Heat exchange and dynamics of steam bubbles in two-
component mixture of liquids. Proceedings Academy of Sciences Azerbaijan, N 4, pp. 10-13.
5. Khabeev, N. S. and Nagiyev, F. B., (1989). Dynamics of bubbles in mixtures. Thermodynamics
of high temperature (TVT) 27, N3, pp. 528-533.
6. Nagiyev, F. B. (1988). Attenuation of oscillations of bubble boiling binary mixtures. Proceedings
of VIII conference for mathematics and mechanics, Baku, pp. 177-178.
7. Nagiyev, F. B. and Kadirov, B. A. (1986). Small oscillations of bubbles of two-component
mixture in acoustic field. Bulletin Academy of Sciences Azerbaijan, ser. phys.-tech. math. sc.,
N1, pp. 150-153.
8. Nagiyev, F. B. (1986). Linear theory of propagation of waves in binary bubbly mixture of liquids.
Dep. In VINITI 17.01.86., N 405, V 86.
9. Nagiyev, F. B. (1989). The structure of stationary shock waves in boiling binary mixtures.
Bulletin Academy of Sciences USSR, Mechanics of Liquid and Gas (MJG), N1, pp. 81-87.
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