Fig. 1

Sketch of physical model of thermal vibrational convection system in microgravity"

Fig. 2

Flow structure of thermal vibrational convection in microgravity"

Fig. 3

Plots of $Nu$ numbers as a function of $Ra_{\rm vib}$ in microgravity"

Fig. 4

Evolution of the sum of stream function values for different levels of residual gravity and related flow patterns when $Ra_{\rm vib}=71.15\times10^3$"

Fig. 5

Sketch of physical model of thermal vibrational convection system under terrestrial conditions"

Fig. 6

Flow structure in vibrational RB convection at different frequencies $\omega$"

Fig. 7

Plots of $Nu$ as functions of $Ra$ at different frequencies $\omega$ in vibration RB convection"

Fig. 8

Plots of stream function $\it\Psi_c$ and maximal absolute horizontal velocity $|V_{x,{\rm max}}|$ at the mid-height as a function of the vibration angle $\alpha$ in vibrational VC system"

Fig. 9

Variation of heat transfer efficiency and flow intensity with control paramaters in vibrational VC system"

Fig. 10

Flow structure in vibrational VC system at different frequencies $\omega$"

Fig. 11

Plots of $Nu(\omega)/Nu(0)$ and $Nu(Ra_{\rm vib})/Nu(0)$ as functions for the different control parameters"

Fig. 12

Map for the occurrence of PAS as a function of acceleration amplitude $\gamma$ and frequency $\omega$ in the case of g-jitters perpendicular to the axis of the liquid bridge"

Fig. 13

Time evolution of non-Newtonian fluid flow structure in vibrational multiphase thermal convection in vibrational period ($T$ is the vibrational period)"