On a nonstationary theory of thermal explosion in a semi-batch reactor. Homogeneous systems

Safety Criteria for Solid–Liquid Heterogeneous Systems in Semibatch Reactors

“…The volume of solid B, in turn, that is affected by the dissolution and dosing can be written as shown in eq 1 . 24 …”

“…The value of S sp is calculated by eq 4 based on a Pearson distribution of type I. 24 where 0 ≤ x ≤ d max , m 1 + 1 > 0, m 2 + 1 > 0, and B ( m 1 + 1, m 2 + 1) is the special β-function. Thus, the second and third moments of this distribution can be written as eqs 5 and 6 , respectively.…”

“…Thus, the second and third moments of this distribution can be written as eqs 5 and 6 , respectively. 24 …”

“…After t d , there is no more solid B dosed into the reactor, and d max changes over time as shown in eq 8 . 24 …”

“…The concentration of solid B at the interphase surface on the liquid phase side will always be tantamount to its saturation concentration ( εC B ). The volume of solid B, in turn, that is affected by the dissolution and dosing can be written as shown in eq …”