Course Description: Application of fine difference and approximate analytical methods to problems in transport phenomena, thermodynamics, and computer-aided design. Interactive solution of algebraic equations. Nonlinear initial and boundary value problems for ordinary differential equations. Formulation and numerical solution of parabolic, elliptic, and hyperbolic partial differential equations. Characteristics, formulation, and numerical solution of integral equations. Solution of transient two-phase flow problems using codes based on the ICE method.

Course Requirements:

Homework: Yes

Examinations: Yes

Computer Language: FORTRAN

Computer Facilities: Yes

Project: Yes

Degree Applicability:

CE[AA]	CH[C]	CS[AA]	EE[BE]	EM[E]	ESM[NA]	MAT[BE]
MBA[NA]	ME[E]	MES[E]	MSE[E]	SE[NA]	SY[AA]

Click here for further information on degree applicability.

NTU Semester Credit Hours: 4
Number of Lecture Hours: 29 (75 minute) lectures
Days Class Meets on Campus: TBA

Contributing Scholar:   The instructor for this course has not yet been assigned.

Note: Contributing Scholars are responsible for the design, organization, content, and presentation of NTU courses. Online classroom management, student management, and other matters related to academic administration of courses are the responsibility of support "Faculty". Either person is often called "Instructor". To identify and differentiate between these roles, we use the terms "Contributing Scholar" and "Faculty".

Academic/Administrative Contact:   TBA.

Prerequisites: A familiarity with FORTRAN desirable.

Textbooks: (Order Materials)

1.	An Introduction to Numerical Methods for Chemical Engineers, Texas Tech. University Press