Table 3.

Solute composition-based mathematical models and ANOVA (p < 0.05).

Model	ANOVA
	P (F > F0)	R2	S. D.	C.V. (%)
$$\begin{gathered} T_{gs}=8.31X_F+29.98X_G+58.68X_S+1295.36X_P-885.31X_A+10.52X_M \\ -2139.92X_F{X}_P+1653.18X_F{X}_A-2555.95X_G{X}_P \\ +2109.04X_G{X}_A+122.3X_G{X}_M-3002.49X_S{X}_P \\ +2526.09X_S{X}_A+468.11X_S{X}_M \end{gathered}$$	<0.0001	0.983	6.22	11.86
$$\begin{gathered} K=2.9X_F+3.76X_G+4.48X_S-130.1X_P+119.4X_A+3.59X_M+109.55X_F{X}_P \\ -106.31X_F{X}_A+72.36X_G{X}_P-67.19X_G{X}_A+12.55X_G{X}_M \\ +28.65X_S{X}_M+119.8X_P{X}_A+249.97X_P{X}_M-248.14X_A{X}_M \end{gathered}$$	<0.0001	0.984	0.31	6.42
$$\begin{gathered} E=0.946X_F+0.1019X_G+0.0617X_S+0.0543X_P+0.0648X_A-0.0003 \\ -0.1471X_F{X}_P-0.0719X_S{X}_M \end{gathered}$$	<0.0001	0.94	0.00682	10.61
$$\begin{gathered} B=0.1413X_F+0.0645X_G+0.0956X_S-9.0225X_P+3.9767X_A-0.0164X_M \\ +8.3373X_F{X}_P+8.0965X_G{X}_P+7.8839X_S{X}_P \\ +1.0128X_S{X}_M+14.3016X_P{X}_M-9.8217X_A{X}_M \end{gathered}$$	0.0018	0.833	0.04	23.25
$$\begin{gathered} T_g^{\prime }=-55.95X_F-55.56X_G-43.16X_S-2063.09X_P+1103.46X_A-34.36X_M \\ +4.43X_F{X}_G-1.41X_F{X}_S+2027.37X_F{X}_P-1249.55X_F{X}_A \\ -23.35X_F{X}_M-11.19X_G{X}_S+1899.63X_G{X}_P \\ -1130.07X_G{X}_A-22.25X_G{X}_M+1921.26X_S{X}_P \\ -1169.78X_S{X}_A-4.93X_S{X}_M+1987.27X_P{X}_A \\ +2819.84X_P{X}_M-2024.59X_A{X}_M \end{gathered}$$	<0.0001	0.999	0.61	1.2
$$\begin{gathered} T_m^{\prime }=-42.92X_F-42.31X_G-33.39X_S-72.78X_P+13.8X_A-10.8X_M \\ -17.99X_F{X}_M-21.09X_G{X}_M-15.8X_S{X}_A+134.61X_P{X}_M \\ -172.4X_A{X}_M \end{gathered}$$	<0.0001	0.994	0.69	2.02
$$\begin{gathered} w_s^{\prime }=0.75X_F+0.78X_G+0.80X_S+51.35X_P-36.73X_A+0.72X_M+0.08X_F{X}_G \\ +0.03X_F{X}_S-53.72X_F{X}_P+39.01X_F{X}_A+0.05X_F{X}_M \\ +0.02X_G{X}_S-52.92X_G{X}_P+38.22X_G{X}_A-0.30X_G{X}_M \\ -53.85X_S{X}_P+39.16X_S{X}_A-0.40X_S{X}_M-19.73X_P{X}_A \\ -65.01X_P{X}_M+57.76X_A{X}_M \end{gathered}$$	0.2143	0.921	0.02	2.94

P (F > F₀) = Fisher probability; S.D. = Standard deviation; C.V. = Coefficient of variation.