Physical Properties
Temperature Dependent Properties
Property
Value
Unit
Temperature (K)
Source
Δsub H
[87.86; 87.90]
kJ/mol
[305.50; 328.80]
Δsub H
87.90 ± 0.40
kJ/mol
305.50
NIST
Δsub H
87.86 ± 0.42
kJ/mol
328.80
NIST
Δvap H
74.10
kJ/mol
483.50
NIST
Pressure Dependent Properties
Property
Value
Unit
Pressure (kPa)
Source
Tboilr
[445.00; 445.20]
K
[2.30; 2.30]
Tboilr
445.20
K
2.30
NIST
Tboilr
445.00 ± 1.00
K
2.30
NIST
Correlations
Property
Value
Unit
Temperature (K)
Source
Cp,gas
[165.27; 415.09]
J/mol×K
[273.00; 1000.00]
Joback Predicted correlation
Equation Y = A + B·T + C·T² + D·T³ + E·T⁴ Y is Cp,gas in J/mol×K, T in K
Coefficient A -5.17100e+01
Coefficient B 9.73720e-01
Coefficient C -7.11180e-04
Coefficient D 2.04260e-07
Coefficient E 0.00000e+00
Temperature range, min. 273.00
Temperature range, max. 1000.00
Cp,gas
165.27
J/mol×K
273.00
Calculated Property
Cp,gas
212.80
J/mol×K
353.78
Calculated Property
Cp,gas
253.89
J/mol×K
434.56
Calculated Property
Cp,gas
289.17
J/mol×K
515.33
Calculated Property
Cp,gas
319.29
J/mol×K
596.11
Calculated Property
Cp,gas
344.89
J/mol×K
676.89
Calculated Property
Cp,gas
366.63
J/mol×K
757.67
Calculated Property
Cp,gas
385.14
J/mol×K
838.44
Calculated Property
Cp,gas
401.08
J/mol×K
919.22
Calculated Property
Cp,gas
415.09
J/mol×K
1000.00
Calculated Property
Property
Value
Unit
Temperature (K)
Source
η
[0.0021930; 0.0003649]
Pa×s
[327.28; 572.26]
Joback Predicted correlation
Equation Y = exp(A + B/T + C·ln(T) + D·T^E) Y is η in Pa×s, T in K
Coefficient A -1.03120e+01
Coefficient B 1.37115e+03
Coefficient C 0.00000e+00
Coefficient D 0.00000e+00
Coefficient E 0.00000e+00
Comment Liquid phase. Joback/Reid (1987), valid from Tf to 0.7·Tc.
Temperature range, min. 327.28
Temperature range, max. 572.26
η
0.0021930
Pa×s
327.28
Calculated Property
η
0.0015898
Pa×s
354.50
Calculated Property
η
0.0012066
Pa×s
381.72
Calculated Property
η
0.0009500
Pa×s
408.94
Calculated Property
η
0.0007706
Pa×s
436.16
Calculated Property
η
0.0006407
Pa×s
463.38
Calculated Property
η
0.0005437
Pa×s
490.60
Calculated Property
η
0.0004694
Pa×s
517.82
Calculated Property
η
0.0004113
Pa×s
545.04
Calculated Property
η
0.0003649
Pa×s
572.26
Calculated Property
Property
Value
Unit
Temperature (K)
Source
Pvap
[1.33; 202.65]
kPa
[446.52; 600.60]
The Yaws Handbook of Vapor Pressure
Equation ln(Y) = A + B/(T + C) Y is Pvap in kPa, T in K
Coefficient A 2.09370e+01
Coefficient B -9.89570e+03
Coefficient C 3.27040e+01
Temperature range, min. 446.52
Temperature range, max. 600.60
Pvap
1.33
kPa
446.52
Calculated Property
Pvap
2.72
kPa
463.64
Calculated Property
Pvap
5.28
kPa
480.76
Calculated Property
Pvap
9.84
kPa
497.88
Calculated Property
Pvap
17.63
kPa
515.00
Calculated Property
Pvap
30.48
kPa
532.12
Calculated Property
Pvap
51.03
kPa
549.24
Calculated Property
Pvap
82.96
kPa
566.36
Calculated Property
Pvap
131.28
kPa
583.48
Calculated Property
Pvap
202.65
kPa
600.60
Calculated Property
Similar Compounds
Find more compounds similar to METHYL NAPHTHYL KETONE .
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