The voidage problem in gas-electrolyte dispersions

Assessing the ohmic interelectrode resistance of electrochemical reactors with gas evolution requires data for the gas void fraction of gas-electrolyte dispersions. A voidage equation is derived taking account of the internal liquid flow in stationary electrolytes and at small liquid superficial velocities. The equation is a general form of available voidage equations.Nomenclature C non-dimensional constant, Equation 8 - n exponent, Equation 5 - S cross-sectional area (m²) - v _G gas velocity (m s^–1) - v _L liquid velocity (m s^–1) - v _s rising velocity of a bubble swarm (m s^–1) - v _l terminal rising velocity of a single bubble (m s^–1) - V_G volume flow rate of gas (m³ s^–1) - V_L volume flow rate of liquid (m³ s^–1) - fraction of cross-sectional area - volume (void) fraction of gas - _m geometric maximum of void fraction - maximum of void fraction in infinite gas flow Indices i internal - t total