PET formulas (Heat Overlay): Difference between revisions

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==PET Sun formula==
==PET Sun formula==
The PET sun formula is as followed:<br>
The PET sun formula is as followed:<br>
PET<sub>sun</sub> = -13.26 + 1.25 · T<sub>a,t</sub> + 0.011 · Q<sub>gl,t</sub> - 3.37 · ln(u<sub>t</sub>) + 0.078 · T<sub>w,t</sub> + 0.0055 · Q<sub>gl,t</sub> · ln(u) + 5.56 · sin(ϕ<sub>t</sub>) - 0.0103 · Q<sub>gl,t</sub> · ln(u) · sin(ϕ<sub>t</sub>) + 0.546 · B<sub>b,t</sub> + 1.94 · S<sub>vf</sub><br>
<math>PET<sub>sun</sub> = -13.26 + 1.25 · T_{a,t}+ 0.011 \cdot Q_{gl,t} - 3.37 · \ln(u_t) + 0.078 \cdot T_{w,t} + 0.0055 \cdot Q_{gl,t}  \cdot \ln(u) + 5.56 · \sin(\phi_t) - 0.0103 \cdot Q_{gl,t}  \cdot \ln(u_t) \cdot \sin(\phi_{t}) + 0.546 \cdot B_{b,t} + 1.94 \cdot S_{vf}</math>
where,
where,
* T<sub>a,t</sub> is the calculated [[Temperature_formulas_(Heat_Overlay)#Atmospheric_Temperature_formula |atmospheric temperature]] at time t;
* T<sub>a,t</sub> is the calculated [[Temperature_formulas_(Heat_Overlay)#Atmospheric_Temperature_formula |atmospheric temperature]] at time t;

Revision as of 11:34, 20 September 2019

The physiological equivalent temperature PET is calculated for two possible options based on the situation:

  • A cell is in the shade or it is night at time t: PETshade, night;
  • A cell is in the sun during the day: PETsun;

PET Sun formula

The PET sun formula is as followed:
Failed to parse (MathML with SVG or PNG fallback (recommended for modern browsers and accessibility tools): Invalid response ("Math extension cannot connect to Restbase.") from server "https://wikimedia.org/api/rest_v1/":): {\displaystyle PET<sub>sun</sub> = -13.26 + 1.25 · T_{a,t}+ 0.011 \cdot Q_{gl,t} - 3.37 · \ln(u_t) + 0.078 \cdot T_{w,t} + 0.0055 \cdot Q_{gl,t} \cdot \ln(u) + 5.56 · \sin(\phi_t) - 0.0103 \cdot Q_{gl,t} \cdot \ln(u_t) \cdot \sin(\phi_{t}) + 0.546 \cdot B_{b,t} + 1.94 \cdot S_{vf}} where,

PET Shade and Night formula

The PET shade and night formula is as followed:
PETshade,night,t = -12.14 + 1.25 · Ta,t - 1.47 · ln(ut) + 0.060 · Tw,t + 0.015 · SvfQd,t + 0.0060 · (1-Svf) · σ · (Ta,t+273.15)4 where,