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. 2023 May 6;21(2):333–353. doi: 10.1007/s40201-023-00861-2

Table 6.

Equation for fitting the parameters

Model	Model parameters	Dependence
Dose–response	k_DR, -	$k_{DR} = 2.753 \cdot {EBCT}^{1.791} \cdot {0.797}^{EBCT}$
Dose–response	q_DR, mmol/g	$q_{DR} = 0.618 \cdot {EBCT}^{0.174} \cdot {0.973}^{EBCT}$
Thomas	k_Th, L/mmol g	$k_{Th} = 0.202 \cdot {EBCT}^{1.367} \cdot {0.748}^{EBCT}$
Thomas	q_Th, mmol/g	$q_{Th} = 0.639 \cdot {EBCT}^{0.145} \cdot {0.976}^{EBCT}$
Bohart-Adams	k_BA, L/mmol g	$k_{BA} = 0.202 \cdot {EBCT}^{1.367} \cdot {0.748}^{EBCT}$
Bohart-Adams	q_BA^*, mmol/L	$q_{BA}^{*} = 412.189 \cdot {EBCT}^{0.120} \cdot {0.983}^{EBCT}$
Wolborska	β_a, h⁻¹	$β_{a} = 54.428 \cdot e^{{- (0.102 \cdot E B C T - 0.347)}^{2}}$
Wolborska	q_W^*, mmol/L	$q_{w}^{*} = 479.175 \cdot {EBCT}^{- 1.721} \cdot {1.226}^{EBCT} + 479.175$
Yoon-Nelson	k_YN, h⁻¹	$k_{YN} = 0.211 \cdot {EBCT}^{1.149} \cdot {0.742}^{EBCT}$
Yoon-Nelson	τ, h	$τ = 417.158 \cdot E B C T + 7.67$