Примеры, вызываемые из командной строки. Вызов списка демонстрационных примеров.
(Продолжение)
| Extras/Gallery. | |
| Knot | Tube surrounding a three-dimensional knot. |
| Quivdemo | Demonstrate the quiver function. |
| kleinl | Construct a Klein bottle. |
| Cruller | Construct cruller. |
| tori4 | Hoops: Construct four linked tori. |
| spharm2 | Construct spherical surface harmonic. |
| Modes | Plot 12 modes of the L-shaped membrane. |
| Logo | Display the MATLAB L-shaped membrane logo. |
| Extras/Games. | |
| Fifteen | Sliding puzzle. |
| Xpbombs | Minesweeper game. |
| Life | Conway's Game of Life. |
| Soma | Soma cube. |
| Extras/Mi seel laneous. | |
| Truss | Animation of a bending bridge truss. |
| Travel | Traveling salesman problem. |
| Spinner | Colorful lines spinning through space. |
| Xpquad | Superquadrics plotting demonstration. |
| Codec | Alphabet transposition coder/decoder. |
| Xphide | Visual perception of objects in motion. |
| Makevase | Generate and plot a surface of revolution. |
| Wrldtrv | Great circle flight routes around the globe. |
| Logospin | Movie of The MathWorks' logo spinning. |
| Crulspin | Spinning cruller movie. |
| Quatdemo | Quaternion rotation. |
| Chaingui | Matrix chain multiplication optimization. |
| General Demo/Helper functions. | |
| Cmdlnwin | Demo gateway routine for playing command line demos. |
| Cmdlnbgn | Set up for command line demos. |
| Cmdlnend | Clean up after command line demos. |
| Finddemo | Find demos available for individual toolboxes. |
| Helpfun | Utility function for displaying help text conveniently. |
| Pltmat | Display a matrix in a figure window. |
| MATLAB/Helper functions. | |
| Bucky | The graph of the Buckminster Fuller geodesic dome. |
| Peaks | A sample function of two variables. |
| Membrane | Generate MathWorks' logo. |
| See also SIMDEMOS demos Is both a directory and a function. | |
| DEMOS Demo list for the CDMA Reference Blockset. | |
Мы настоятельно рекомендуем пользователям системы MATLAB просмотреть с десяток примеров из интересующих их областей. Это займет от силы полчаса или даже меньше, но зато позволит оценить поистине неисчерпаемые возможности системы при решении сложных математических и физических задач, а также превосходные средства графической визуализации решений.