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Engineering
>
Chemical Engineering
ITEMS
236
items are in this category. Listing items
181
to
200
:
Residue Curve Map for Ternary Systems Using NDSolve: Case of Benzene-Toluene-p-Xylene System
[in
MathSource: Packages and Programs
]
Residue Curve Map for the MTBE/Methanol/isobutene/n-butane mixture at P=1 atm
[in
MathSource: Packages and Programs
]
Rigorous Distillation Dynamics Simulations Using a Computer Algebra System
[in
Articles
]
Selection of Optimum Chemical Reactor Design
[in
MathSource: Packages and Programs
]
Self-Modifying Code in Virtual Kinetics Laboratory
[in
Conference Proceedings
]
The Semenov Model
[in
MathSource: Packages and Programs
]
Separation of a water-methanol mixture using a four stage batch distillation column
[in
MathSource: Packages and Programs
]
Separation of Air using Complete Mixing, Cross-Flow and Countercurrent-Flow Models
[in
MathSource: Packages and Programs
]
Separation Problems Using Mathematica
[in
MathSource: Packages and Programs
]
Simple Batch Distillation of a Binary Mixture
[in
MathSource: Packages and Programs
]
A Simple Method for Tracking Turning Points in Parameter Space
[in
MathSource: Packages and Programs
]
Singular Point Analysis in Reactive Distillation
[in
MathSource: Packages and Programs
]
Solution of a non-linear algebraic equation using the Wegstein Method
[in
MathSource: Packages and Programs
]
Solution of a Steady-State Heat Conduction Problem using the Galerkin Method
[in
MathSource: Packages and Programs
]
Solution of a Steady-State Heat Conduction Problem using the Ritz Method
[in
MathSource: Packages and Programs
]
Solution of a System of Nonlinear Equations using the Fixed Point Method
[in
MathSource: Packages and Programs
]
Solution of an Unsteady Diffusion Problem in Spherical Coordinates using the Orthogonal Collocation Method
[in
MathSource: Packages and Programs
]
Solution of Difference and Fredholm Equations
[in
MathSource: Packages and Programs
]
Solution of Unsteady Heat Conduction in an Insulated Rod using the Orthogonal Collocation Method
[in
MathSource: Packages and Programs
]
Solving the Maxwell-Stefan equations using the orthogonal collocation and the shooting methods
[in
MathSource: Packages and Programs
]
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