Abstract
The phenomenon of gas (vapor) bubbles in a liquid, in spite of the fluctuation character of their nucleation and the short lifetime, has a wide spectrum of manifestations: underwater acoustics, sonoluminescence, ultrasonic diagnostics, decreasing friction by surface nanobubbles, nucleate boiling, etc. (Lohse in Nonlinear Phenom Complex Syst 9(8.2):125–132, 2006 [1]).
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- \( a\, \) :
-
Heat diffusivity
- \( c_{p} \) :
-
Isobar heat capacity
- \( {\text{Ja}} \) :
-
Jakob number
- \( m\, \) :
-
Growth modulus
- \( p \) :
-
Pressure
- \( q \) :
-
Heat flow
- \( R \) :
-
Bubble radius
- \( R_{g} \) :
-
Individual gas constant
- \( L \) :
-
Heat of phase transition
- \( {\text{S}} \) :
-
Stefan number
- \( T \) :
-
Temperature
- \( t \) :
-
Time
- \( \varepsilon \, \) :
-
Density ratio between phases
- \( \rho \) :
-
Density
- \( b \) :
-
State in the vapor bubble
- \( {\text{cr}} \) :
-
State at the critical point
- \( e \) :
-
State on the energy spinodal
- \( { \hbox{max} } \) :
-
Maximum (on the spinodal)
- \( { \hbox{min} } \) :
-
Minimum (on the binodal)
- \( s \) :
-
State on the saturation line
- \( {\text{v}} \) :
-
Vapor
- \( * \) :
-
State at the pressure blocking point
- \( \infty \) :
-
State at infinity
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Zudin, Y.B. (2018). The Pressure Blocking Effect in a Growing Vapor Bubble. In: Non-equilibrium Evaporation and Condensation Processes. Mathematical Engineering. Springer, Cham. https://doi.org/10.1007/978-3-319-67306-6_8
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DOI: https://doi.org/10.1007/978-3-319-67306-6_8
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