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The phase flow rates had little influence on the mass transfer performance.
Changing rotation rate and pressure allows adjustment of the phase flow rates and the contacting layer thicknesses.
In addition, the phase flow method is provably and empirically very accurate.
However, there is little information about the multi-ion effects on the phase flow, mass and heat transfer in amine absorption of CO2.
The Poisson tensor, Casimir functions and equations of motion, which govern the phase flow and phase space structures of the system, are obtained in a differential geometric method.
This paper introduces the phase flow method, a novel, accurate and fast approach for constructing phase maps for nonlinear autonomous ordinary differential equations.
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It is more appropriate to consider the actual superficial flow velocity of each phase (that is the velocity if the phase flowed alone in the pipe).
For the phase flows, we quantify the complexity of the vector field.
These architectures contain two ingredients: functional modes that are defined in terms of phase flows, which define the evolution of the state variables in their state space; and signal operating upon the phase flows.
In Scenario 1 (see Figure 4 and Video S1 with Video Legends S1), the phase flows (monostable and bistable - fingers uncoupled) remain constant during the functional process.
Let (f t H ) and (f t K ) be the phase flows determined by two Hamiltonian functions H = H (z, t ) and K = K (z, t ).
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