Isobutyl methacrylate  Thermodynamic & Transport Properties
CAS Number
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Category
Pure Or Mix Name
English Full Name
Chemical Formula
Molecular Weight
Synonym Methacrylic_Acid,_Isobutyl_Ester,2-Methyl-2-Propenoic_Acid-2-Methylpropyl_Ester,IsoC4_Methacrylate,Isobutyl_Methacrylate,2-Methylpropyl_Methacrylate,2-Propenoic_Acid,_2-Methyl-,_2-Methyl_Propyl_Ester,Isobutyl,_2-Methyl_Propenoic_Acid;2-methylpropyl methacrylate; Methacrylsaeure-isobutylester; i-butyl methacrylate; 2-Methylpropylmethacrylat; methacrylic acid isobutyl ester; ISO-BUTYL NETHACRYLATE; iso-Butyl methacrylate; 2-Propenoic acid, 2-methyl-, 2-methylpropyl ester; isobutyle; isobutylemethacrylate; Isobutylmethacrylat; Isobutyl 2-methylacrylate; 2-methyl-2-propenoic acid,2-methylpropyl ester;
Molecular Weight
Normal Boiling PointNormal Boiling Point
Critical Temperature Critical temperature
Acentric FactorAcentric Factor
Dipole Momentdipole moment
Heat of Formation J/mol
Heat of Combustion J/mol
Composition
Isobutyl methacrylate :Introduction
Single Value
Calculation Model ：
Based on Mars Model
Temperature =
Pressure =
Specific Enthalpy =
Specific Entropy =
Reference
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Isobutyl methacrylate :Thermodynamic & Transport Properties Calculated Result
Physical State:
Molecular Weight=
Celsius,Fahrenheit,Reaumur & Thermodynamic Temperature ConversionTemperature=
absolute pressure & gauge pressurePressure=
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specific volumespecific volume=
Specific EnthalpySpecific Enthalpy=
Specific Entropy Specific Entropy =
Composition=



Saturated Vapor Pressure, boiling point (dew point), latent heat of vaporizationare are saturated properties, just enter One parameter to calculate them!
Saturated Vapor Pressure=
Boiling Point=
Latent Heat of VaporizationLatent Heat of Vaporization=
Specific Heat at Constant PressureSpecific Heat(Cp)=
Specific Heat(Cv)=
Adiabatic ExponentCp/Cv=
QualityVapor Quality=
Compression FactorCompression Factor=
Thermal conductivityThermal Conductivity=
Thermal Diffusion CoefficientThermal Diffusivity=
Kinematic ViscosityKinematic Viscosity=
Dynamic ViscosityDynamic Viscosity=
Surface TensionSurface Tension=
Prandtl NumberPrandtl Number=

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