The variation of specific volume (ν) internal energy (u) enthalpy (h) and entropy (s) of superheated water with temperature at P=0.01 MPa pressure are presented in the table. By using this data, rebuild the given table for ν, u, h and s between T=50 °C and T=500 °C with ΔT=10 °C steps by using Newton’s divided difference interpolating polynomials. Present your results in a new table.
The variation of specific volume (ν) internal energy (u) enthalpy (h) and entropy (s) of superheated water with temperature at P=0.01 MPa pressure are presented in the table. By using this data, rebuild the given table for ν, u, h and s between T=50 °C and T=500 °C with ΔT=10 °C steps by using Newton’s divided difference interpolating polynomials. Present your results in a new table.
Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
Section: Chapter Questions
Problem 1RQ
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The variation of specific volume (ν) internal energy (u) enthalpy (h) and entropy (s) of superheated water with temperature at P=0.01 MPa pressure are presented in the table. By using this data, rebuild the given table for ν, u, h and s between T=50 °C and T=500 °C with ΔT=10 °C steps by using Newton’s divided difference interpolating polynomials.
Present your results in a new table.
Transcribed Image Text:Superheated water
V
u
h
°C
m3/kg
kJ/kg
kJ/kg
kJ/kg-K
P = 0.01 MPa (45.81°C)*
Sat.
14.670
2437.2 2583.9
8.1488
50
14.867
2443.3 2592.0
8.1741
100
17.196
2515.5 2687.5
8.4489
150
19.513
2587.9 2783.0
8.6893
200
21.826
2661.4 2879.6
8.9049
250
24.136
2736.1 2977.5
9.1015
300
26.446
2812.3 3076.7
9.2827
400
31.063
2969.3 3280.0
9.6094
500
35.680
3132.9 3489.7
9.8998
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