- This is a course on introduction to computational fluid dynamics. This course provides knowledge necessary to model engineering applications consistent with energy and fluid dynamic physical laws. Discretization models include: overview of finite difference, finite element, and finite volume discretization approaches, physical problem classification, discretization techniques, and numerical guidelines. Applications include: incompressible and compressible flows, laminar and turbulence flows, with introduction to computational fluid dynamics turbulence modeling, followed by boundary layer, and parabolized flow simplifications.
+ This is a course on introduction to computational fluid dynamics. This course provides knowledge necessary to model engineering applications consistent with energy and fluid-dynamic physical laws. Discretization models include: overview of finite difference, finite element, and finite volume discretization approaches, physical problem classification, discretization techniques, and numerical guidelines. Applications include: incompressible and compressible flows, laminar and turbulence flows, with introduction to computational fluid dynamics turbulence modeling, followed by boundary layer, and parabolized flow simplifications.
diff --git a/courses/MANE-6660.html b/courses/MANE-6660.html
index ef8afac39..9914cdb45 100644
--- a/courses/MANE-6660.html
+++ b/courses/MANE-6660.html
@@ -2,9 +2,9 @@
- MANE-6660: Fundamentals Of Finite Element
+ MANE-6660: Finite Elements Method
-
+
@@ -28,7 +28,7 @@
- Fundamentals Of Finite Element
+ Finite Elements Method
- Seats Taken: 4/10
+ Seats Taken: 5/10
diff --git a/json/searchable_catalog.json b/json/searchable_catalog.json
index e676ecc3c..2a77e4310 100644
--- a/json/searchable_catalog.json
+++ b/json/searchable_catalog.json
@@ -11381,7 +11381,7 @@
"code" : "CIVL-4240",
"credits" : "3 credits",
"description" : "An introductory course in use of the Finite Element Method (FEM) to solve one-and two-dimensional problems in fluid mechanics, heat transfer, and elasticity. The methods are developed using weighted residuals. Algorithms for the construction and solution of the governing equations are also covered. Students will be exposed to the use of commercial finite element software.",
- "name" : "Intro To Finite Elements"
+ "name" : "Finite Elements Method"
},
{
"attributes" : null,
@@ -11856,7 +11856,7 @@
"code" : "CIVL-6660",
"credits" : "3 credits",
"description" : "Graduate-level course on the fundamental concepts and technologies underlying finite element methods for the numerical solution of continuum problems. The course emphasizes the construction of integral weak forms for elliptic partial differential equations and the construction of the elemental level matrices using multi-dimensional shape functions, element level mappings, and numerical integration. The basic convergence properties of the finite element method will be given. This course serves as preparation for students working on finite element methods.",
- "name" : "Fundamentals Of Finite Element"
+ "name" : "Finite Elements Method"
},
{
"attributes" : null,
@@ -31214,7 +31214,7 @@
"attributes" : null,
"code" : "MANE-6140",
"credits" : "3 credits",
- "description" : "This is a course on introduction to computational fluid dynamics. This course provides knowledge necessary to model engineering applications consistent with energy and fluid dynamic physical laws. Discretization models include: overview of finite difference, finite element, and finite volume discretization approaches, physical problem classification, discretization techniques, and numerical guidelines. Applications include: incompressible and compressible flows, laminar and turbulence flows, with introduction to computational fluid dynamics turbulence modeling, followed by boundary layer, and parabolized flow simplifications.",
+ "description" : "This is a course on introduction to computational fluid dynamics. This course provides knowledge necessary to model engineering applications consistent with energy and fluid-dynamic physical laws. Discretization models include: overview of finite difference, finite element, and finite volume discretization approaches, physical problem classification, discretization techniques, and numerical guidelines. Applications include: incompressible and compressible flows, laminar and turbulence flows, with introduction to computational fluid dynamics turbulence modeling, followed by boundary layer, and parabolized flow simplifications.",
"name" : "Intro Computat Fluid Dynamics"
},
{
@@ -31516,7 +31516,7 @@
"code" : "MANE-6660",
"credits" : "3 credits",
"description" : "Graduate-level course on the fundamental concepts and technologies underlying finite element methods for the numerical solution of continuum problems. The course emphasizes the construction of integral weak forms for elliptic partial differential equations and the construction of the elemental level matrices using multi-dimensional shape functions, element level mappings, and numerical integration. The basic convergence properties of the finite element method will be given. This course serves as preparation for students working on finite element methods.",
- "name" : "Fundamentals Of Finite Element"
+ "name" : "Finite Elements Method"
},
{
"attributes" : null,