| fsk = a1*ΔTsk,m | [−]; for ΔTsk,m > 0 |
| fsk = a2*ΔTsk,m | [−]; for ΔTsk,m < 0 |
| ΔTsk,m = (Tmean skin – 34.4) | [K] |
| ø = b1*exp(b2/(ΔThy+0.4)+b3/(ΔTsk,m−4)) | [−]; ø = 0 when ΔThy+0.4 ≤ 0 or ΔTsk,m−4 ≥ 0 |
| ΔThy = (Thypothalamic – 37.0) | [K] |
| ψ = (τ− + τ+)/(1+ø) | [−] |
| τ− = c1*dTsk,m/dt | [−]; for dTsk,m/dt < 0 |
| τ+ = c2*(dTsk,m/dt)max.exp(−c3*Δt) | [−]; for dTsk,m/dt > 0 |
| Δt = t−t0 | [h] |
| t0 = time of occurrence of highest rate dTsk,m/dt | [h] |
| a1 to c3 | regression coefficients obtained through multivariate analysis, specific for the Stolwijk model |
| fsk = a1*ΔTsk,m | [−]; for ΔTsk,m > 0 |
| fsk = a2*ΔTsk,m | [−]; for ΔTsk,m < 0 |
| ΔTsk,m = (Tmean skin – 34.4) | [K] |
| ø = b1*exp(b2/(ΔThy+0.4)+b3/(ΔTsk,m−4)) | [−]; ø = 0 when ΔThy+0.4 ≤ 0 or ΔTsk,m−4 ≥ 0 |
| ΔThy = (Thypothalamic – 37.0) | [K] |
| ψ = (τ− + τ+)/(1+ø) | [−] |
| τ− = c1*dTsk,m/dt | [−]; for dTsk,m/dt < 0 |
| τ+ = c2*(dTsk,m/dt)max.exp(−c3*Δ | [−]; for dTsk,m/dt > 0 |
| Δ | [h] |
| t0 = time of occurrence of highest rate dTsk,m/dt | [h] |
| a1 to c3 | regression coefficients obtained through multivariate analysis, specific for the Stolwijk model |
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