| COURSE | TITLE | EFF YEAR | EFF TERM | DEPARTMENT | CREDIT HOURS | ||||
| MA484 | PARTIAL DIFF EQUATIONS | 2020 | 1 | Mathematical Sciences | 3.0 (BS=0.0, ET=0.0, MA=3.0) | ||||
| SCOPE | |||||||||
| The course is devoted to the solution of the classical partial differential equations of mathematical physics and most engineering fields. For example, these equations describe such diverse phenomena as the flow of heat in a metal plate, the gravitational field of the solar system, the vibration of a structural beam, and the energy levels of the hydrogen atom. The subject matter has application in many fields and should be of interest to mathematics, science, and engineering concentrators. Specific topics covered are the heat, wave, and potential equations, Fourier series, series solutions to ordinary differential equations, special functions, and boundary value problems. | |||||||||
|
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| SPECIAL REQUIREMENTS: | |||||||||
| One special problem. | |||||||||
| TYPE | COURSE | EFF YEAR | EFF TERM | TRACK | RED BOOK FLG |
| PRE REQUISITE | |||||
| MA205 | 1991 | 2 | 1 | Y | |
| MA205X | 1991 | 2 | 2 | Y | |
| MA255 | 2000 | 2 | 3 | Y | |
| MA204X | 2024 | 2 | 4 | Y | |
| COURSE | TITLE | EFF YEAR | EFF TERM | DEPARTMENT | CREDIT HOURS | ||||
| MA484 | PARTIAL DIFF EQUATIONS | 2013 | 1 | Mathematical Sciences | 3.0 (BS=0.0, ET=0.0, MA=3.0) | ||||
| SCOPE | |||||||||
| The course is devoted to the solution of the classical partial differential equations of mathematical physics and most engineering fields. For example, these equations describe such diverse phenomena as the flow of heat in a metal plate, the gravitational field of the solar system, the vibration of a structural beam, and the energy levels of the hydrogen atom. The subject matter has application in many fields and should be of interest to mathematics, science, and engineering concentrators. Specific topics covered are the heat, wave, and potential equations, Fourier series, series solutions to ordinary differential equations, special functions, and boundary value problems. | |||||||||
|
|||||||||
| SPECIAL REQUIREMENTS: | |||||||||
| One special problem. | |||||||||
| TYPE | COURSE | EFF YEAR | EFF TERM | TRACK | RED BOOK FLG |
| PRE REQUISITE | |||||
| MA205 | 1991 | 2 | 1 | Y | |
| MA205X | 1991 | 2 | 2 | Y | |
| MA255 | 2000 | 2 | 3 | Y | |
| COURSE | TITLE | EFF YEAR | EFF TERM | DEPARTMENT | CREDIT HOURS | ||||
| MA484 | PARTIAL DIFF EQUATIONS | 1973 | 2 | Mathematical Sciences | 3.0 (BS=0.0, ET=0.0, MA=0.0) | ||||
| SCOPE | |||||||||
| The course is devoted to the solution of the classical partial differential equations of mathematical physics and most engineering fields. For example, these equations describe such diverse phenomena as the flow of heat in a metal plate, the gravitational field of the solar system, the vibration of a structural beam, and the energy levels of the hydrogen atom. The subject matter has application in many fields and should be of interest to mathematics, science, and engineering concentrators. Specific topics covered are the heat, wave, and potential equations, Fourier series, series solutions to ordinary differential equations, special functions, and boundary value problems. | |||||||||
|
|||||||||
| SPECIAL REQUIREMENTS: | |||||||||
| One special problem. | |||||||||
| TYPE | COURSE | EFF YEAR | EFF TERM | TRACK | RED BOOK FLG |
| PRE REQUISITE | |||||
| MA205 | 1991 | 2 | 1 | Y | |
| MA205X | 1991 | 2 | 2 | Y | |
| MA255 | 2000 | 2 | 3 | Y | |