9 Conversiones scalarum temperaturarum (scala Celsiana, scala Fahrenheit, scala Kelviniana)
1. 50 oC = … oF?
Solutio
In atmosphaera normali Curabitur, punctum congelationis aquae est 0 oC in Scala Celsiana et 32 oF in scala Fahrenheit. Sub pressione atmosphaerica normali, punctum ebullitionis aquae est 100. oC in scala Celsii et 212 oF in scala Fahrenheit.
0 o32 C = oF et 100 o212 C = oF. Mutatio quinque graduum Celsiio = mutatio 9°Fo.
Pro scala Celsiana, distantia inter 0 oC et LV oC in 100 intervalla aequalia divisa. Pro scala Fahrenheit, distantia inter 0 oC et LV oC in 180 intervalla aequalia divisa.
ToF = (180/100) ToC + 32
ToF = (9/5) ToC + 32
ToF = (9/5) 50 + 32
ToF = (9) 10 + 32
ToF = 90 + 32
ToF = 122
50 o122 C = oF
2. 86 oF = … oC?
Solutio
ToC = (100/180)(T)oF – 32)
ToC = (5/9)(T)oF – 32)
ToC = (5/9)(86 – 32)
ToC = (5/9)(54)
ToC = (5)(6)
To30 C =
86 oF = 30 oC
3. 50oC = ... K?
Solutio
T = T oC + 273
T = 20 000 + 10 000
XI T =
50 oC K 323
4. 212oF = ... K?
Solutio
ToC = (100/180)(T)oF – 32)
ToC = (5/9)(T)oF – 32)
ToC = (5/9)(212 – 32)
ToC = (5/9)(180)
ToC = (5)(20)
To100 C =
212 oF = 100 oC + 273
212 oF = 373 K
5. x oC = x oF
x = ... ?
Solutio
1: Scala Celsii in scalam Fahrenheit convertenda

2: Scala Fahrenheit in scalam Celsii convertens

6. 122°F = ... Celsius
Solutio
Conversio inter duas scalas temperaturae scribi potest:
TC = 5/9 (T)F - 32)
TC = Calor in Celsiis, TF = temperatura in Fahrenheit
Temperatura in gradibus Celsii:
TC = 5/9 (122 – 32) = TC = 5/9 (90) = 5 (10)
TC = 50 oC
7. Figura infra ostendit mensura temperaturae a Liquor cum thermometro scalae Fahrenheit! Si temperatura liquidi thermometro scalae Celsius metitur, tum quid est temperatura liquidie.
Notum:
Fahrenheit IX scale (TF) II =oF
Quaesitum: Scala Celsiana
solution:
Ad pressionem unius atmosphaerae, punctum congelationis aquae is 0°C cum scala Fahrenheit 32 sit. oF. Contra, tpunctum ebullitionis aquae pro CElsius scala est centum oC dum scala Fahrenheit is 212 oF.
In scala Celsius, inter 0°C et 100°C est 100°, dum in scala Fahrenheit inter 32°F et 212°F est 180°.
TC = 100/180 (T)F - 32)
TC = 5/9 (T)F - 32)
TC = 5/9 (95 - 32)
TC = 5/9 (63)
TC 315/9 =
TC = 35oC
8. Ex figura infra, determina t.Temperatura P in thermometro Celsiano.
Solutio
TC = 100/180 (T)F - 32) 
TC = 5/9 (T)F - 32)
TC = 5/9 (104 – 32)
TC = 5/9 (72)
TC 360/9 =
TC = 40 oC
9. Si temperatura scalae Celsius est ut in figura infra ostenditur, temperaturam scalae Fahrenheit determina ut in figura infra demonstratur.
solution:
ToF = (180/100) ToC + 32
ToF = (9/5) ToC + 32
ToF = (9/5) 60 + 32
ToF = (9) 12 + 32
ToF = 108 + 32
ToF = 140
- Scalas temperaturae convertens
- Dilatatio linearis
- Expansio areae
- Expansio voluminis
- Calor
- Aequivalens mechanicum caloris
- Calor specificus et capacitas calorica
- Calor latens, calor fusionis, calor vaporisationis
- Conservatio energiae ad translationem caloris