Utilisateur:Djapipol/SandboxDe Wikipedia, l'encyclopédie encyclopedia T = 100 ∗ P 1000 − A / 8 10000 4 {\displaystyle T=100*{\sqrt[{4}]{{\frac {P}{1000}}-{\frac {A/8}{10000}}}}} Pour une altitude de 100 m à pression moyenne (1015HPa) T = 100 ∗ 1015 1000 − 100 / 8 10000 4 {\displaystyle T=100*{\sqrt[{4}]{{\frac {1015}{1000}}-{\frac {100/8}{10000}}}}} T = 100 ∗ 1 , 015 − 12 , 5 10000 4 {\displaystyle T=100*{\sqrt[{4}]{1,015-{\frac {12,5}{10000}}}}} T = 100 ∗ 1 , 015 − 0 , 00125 4 {\displaystyle T=100*{\sqrt[{4}]{1,015-0,00125}}} T = 100 ∗ 1 , 01375 4 {\displaystyle T=100*{\sqrt[{4}]{1,01375}}} T = 100 ∗ 1 , 0003 {\displaystyle T=100*1,0003} T = 100 , 03 {\displaystyle T=100,03} Temperature d'ébullition = 100,3°C Pour une altitude de 1000m un jour d'orage (950HPa, basse pression) T = 100 ∗ 950 1000 − 1000 / 8 10000 4 {\displaystyle T=100*{\sqrt[{4}]{{\frac {950}{1000}}-{\frac {1000/8}{10000}}}}} T = 100 ∗ 0 , 95 − 125 10000 4 {\displaystyle T=100*{\sqrt[{4}]{0,95-{\frac {125}{10000}}}}} T = 100 ∗ 0 , 95 − 0 , 0125 4 {\displaystyle T=100*{\sqrt[{4}]{0,95-0,0125}}} T = 100 ∗ 984 {\displaystyle T=100*984} T = 98 , 4 {\displaystyle T=98,4} Temperature d'ébullition = 98,4°C
T = 100 ∗ P 1000 − A / 8 10000 4 {\displaystyle T=100*{\sqrt[{4}]{{\frac {P}{1000}}-{\frac {A/8}{10000}}}}} Pour une altitude de 100 m à pression moyenne (1015HPa) T = 100 ∗ 1015 1000 − 100 / 8 10000 4 {\displaystyle T=100*{\sqrt[{4}]{{\frac {1015}{1000}}-{\frac {100/8}{10000}}}}} T = 100 ∗ 1 , 015 − 12 , 5 10000 4 {\displaystyle T=100*{\sqrt[{4}]{1,015-{\frac {12,5}{10000}}}}} T = 100 ∗ 1 , 015 − 0 , 00125 4 {\displaystyle T=100*{\sqrt[{4}]{1,015-0,00125}}} T = 100 ∗ 1 , 01375 4 {\displaystyle T=100*{\sqrt[{4}]{1,01375}}} T = 100 ∗ 1 , 0003 {\displaystyle T=100*1,0003} T = 100 , 03 {\displaystyle T=100,03} Temperature d'ébullition = 100,3°C Pour une altitude de 1000m un jour d'orage (950HPa, basse pression) T = 100 ∗ 950 1000 − 1000 / 8 10000 4 {\displaystyle T=100*{\sqrt[{4}]{{\frac {950}{1000}}-{\frac {1000/8}{10000}}}}} T = 100 ∗ 0 , 95 − 125 10000 4 {\displaystyle T=100*{\sqrt[{4}]{0,95-{\frac {125}{10000}}}}} T = 100 ∗ 0 , 95 − 0 , 0125 4 {\displaystyle T=100*{\sqrt[{4}]{0,95-0,0125}}} T = 100 ∗ 984 {\displaystyle T=100*984} T = 98 , 4 {\displaystyle T=98,4} Temperature d'ébullition = 98,4°C