“…They introduced a dimensionless number, Gc number, to determine the indoor air stability condition. Gc number is the ratio of temperature or density difference (g ⋅ ∂ρ/ ∂g) to the inertia of the air parcel along the vertical direction (v ⋅ ∂v/∂y) and is defined as Gc =gLΔT/(T 0 v 0 2 ), where g is the gravitational acceleration, m/s 2 ; v 0 is the characteristic velocity, m/s; ΔT is the vertical temperature difference in the room, K; L is the room height, m; and T 0 is the characteristic temperature, K. When Gc >0, the indoor air was in stable conditions; when Gc < 0, the indoor air was in unstable conditions; when Gc = 0, the indoor air was in neutral conditions (Deng and Gong 2020;Wang et al 2014). Stable air is often seen in rooms with floor cooling (Zhou et al 2019;Olesen 1997) or ceiling heating (Safizadeh et al 2019), where indoor air often experiences a lock-up effect (Bjørn and Nielsen 2002;Gao et al 2012), while unstable air environment often occurs in floor-heating (Dehghan and Abdolzadeh 2018) or chilledceiling rooms (Alamdari et al 1998), where strengthened forced or natural convection occurs (Zhou et al 2017).…”