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Tehnička termodinamika - Kemijsko-tehnološki fakultet

Tehnička termodinamika - Kemijsko-tehnološki fakultet

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_________________________________________________Drugi glavni zakon termodinamike<br />

p1<br />

⋅V1<br />

4903.3 ⋅ 0.3<br />

m = =<br />

= 17.51kg<br />

R ⋅T1<br />

8.314<br />

⋅ 293<br />

29<br />

p1<br />

⋅V1<br />

4903.3 ⋅ 0.3 3<br />

V 2 = =<br />

= 15 m<br />

p2<br />

98.07<br />

W 8.34 98.07<br />

max . = 98.07 ⋅<br />

29 4903.3<br />

=<br />

( 0.3 − 15) − 293 ⋅ 17.51 ⋅ ⋅ 2.3log 4306<br />

kJ<br />

Primjer 4.14.<br />

3<br />

U zatvorenom spremniku volumena 10 m nalazi se plinska smjesa N 2 i<br />

He u masenom odnosu 6 : 8 pod nadtlakom od 1000 kPa i temperaturi 281 K.<br />

Smjesa se zagrije na 308 K. Barometarski tlak iznosi 1.013 bar.<br />

a) Pod kojim će se nadtlakom nalaziti plinska smjesa nakon zagrijavanja?<br />

b) Koliko bi se maksimalno moglo dobiti rada iz ovako nastale plinske smjese<br />

ako je stanje okoline p 0 =101.3 kPa i t 0 = 17 °C?<br />

Rješenje<br />

a)<br />

R s<br />

ω<br />

N =<br />

2<br />

6<br />

14<br />

ω 8<br />

He = 14<br />

Rs<br />

= ∑ω<br />

i ⋅ Ri<br />

= ω ⋅ RN<br />

+ ωHe<br />

⋅ RHe<br />

N2<br />

2<br />

6 8.314 8 8.314 1.315 kJ kg<br />

−1 K<br />

1<br />

= ⋅ + ⋅ =<br />

−<br />

14 28 14 4<br />

p a<br />

= p m + p<br />

b<br />

ms<br />

= 1000 + 101.3 = 1101.3 kPa<br />

p<br />

1<br />

⋅V<br />

1101.3 ⋅10<br />

= = = 29.80 kg<br />

R s ⋅T<br />

1<br />

1.315 ⋅ 281<br />

185

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