futuro mecanico - TEMPERATURA

Conversión de temperaturas

Las siguientes fórmulas asocian con precisión las diferentes escalas de temperatura:

	Kelvin	Grado Celcius	Grado Fahrenheit	Grado Rankine	Grado Réaumur	Grado Rømer	Grado Newton	Grado Delisle
Kelvin	$K = K$	$K = C + 273.15$	$K = (F + 459.67)$ $textstyle frac{5}{9}$	$K = R a$ $textstyle frac{5}{9}$	K = Re $textstyle frac{5}{4}$ + 273.13	K = (Ro -7.5) $textstyle frac{40}{21}$ + 273.13	K = N $textstyle frac{100}{33}$ + 273.13	K = 373.15 - De $textstyle frac{2}{3}$
Grado Celcius	$C = K - 273.15$	$C = C$	C = (F - 32) $textstyle frac{5}{9}$	C = (Ra -491.67) $textstyle frac{5}{9}$	C = Re $textstyle frac{5}{4}$	C = (Ro -7.5) $textstyle frac{40}{21}$	C = N $textstyle frac{100}{33}$	C = 100 - De $textstyle frac{2}{3}$
Grado Fahrenheit	$F = K$ $textstyle frac{9}{5}$ - 459.67	F = C $textstyle frac{9}{5}$ +32	$F = F$	$F = R a - 459.67$	F = Re $textstyle frac{9}{4}$ + 32	F = (Ro -7.5) $textstyle frac{24}{7}$ + 32	F = N $textstyle frac{60}{11}$ + 32	F = 121 - De $textstyle frac{6}{5}$
Grado Rankine	$R a = K$ $textstyle frac{9}{5}$	Ra = (C +273.15) $textstyle frac{9}{5}$	$R a = F + 459.67$	$R a = R a$	Ra = Re $textstyle frac{9}{4}$ + 491.67	Ra = (Ro -7.5) $textstyle frac{24}{7}$ + 491.67	Ra = N $textstyle frac{60}{11}$ + 491.67	Ra = 171.67 -De $textstyle frac{5}{6}$
Grado Réaumur	$R e = (K - 273.15)$ $textstyle frac{4}{5}$	Re = C $textstyle frac{4}{5}$	Re = (F - 32) $textstyle frac{4}{9}$	Re = (Ra - 491.67) $textstyle frac{4}{9}$	$R e = R e$	Re = (Ro - 7.5) $textstyle frac{32}{21}$	Re = N $textstyle frac{80}{33}$	Re = 80 -De $textstyle frac{8}{15}$
Grado Rømer	Ro =(K - 273.15) $textstyle frac{21}{40}$ +7.5	Ro = C $textstyle frac{21}{40}$ +7.5	Ro = (F - 32) $textstyle frac{7}{24}$ +7.5	Ro = Ra -491.67 $textstyle frac{7}{24}$ +7.5	Ro = Re $textstyle frac{21}{32}$ +7.5	$R o = R o$	Ro = N $textstyle frac{35}{22}$ +7.5	Ro = 60 - De $textstyle frac{7}{20}$
Grado Newton	N = (K -273.15) $textstyle frac{33}{100}$	N = C $textstyle frac{22}{100}$	N = (F -32) $textstyle frac{11}{60}$	N = (Ra -491.67) $textstyle frac{11}{60}$	N = Re $textstyle frac{33}{80}$	N = (Ro -7.5) $textstyle frac{22}{35}$	$N = N$	N = 33 - De $textstyle frac{11}{50}$
Grado Delisle	De = (373.15 -K) $textstyle frac{3}{2}$	De = (100 -C) $textstyle frac{5}{6}$	De = (121 -F) $textstyle frac{3}{2}$	De = (671.67 - Ra) $textstyle frac{6}{5}$	De = (80 -Re) $textstyle frac{8}{15}$	De = (60 -Ro) $textstyle frac{20}{7}$	De = (33 -N) $textstyle frac{50}{11}$	$D e = D e$