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| Thanks Shenghui! I'll play around with these and try to make a graphic representation of the moon's path for marine navigation classes. A good visual goes a long way toward helping get ideas across. Al |
| [![enter image description here][2]][1] Wolfram are touring Europe this summer! Starting in London on the 6th of June and stopping by Zurich, Berlin, Eindhoven and Warsaw, our experts are giving talks on a range of topics from Image Processing to... |
| ![enter image description here][3] - you earned "Featured Contributor" badge, congratulations ! This is a great post and it has been selected for the curated [Staff Picks][1] group. [Your profile][2] is now distinguished by a "Featured... |
| Dear Diego, thanks for the link. I did not remember that post. It is good to see that you get a nearly identical distribution of times of crashes as this data set gets. An interesting question would be: what are the differences, e.g. most... |
| Three months in the laboratory can save you three minutes in the library ... give [Quantum Mathematica][1] a try ... [1]: http://library.wolfram.com/infocenter/MathSource/7622/ |
| Hi all, This Friday, the 22nd of April, were running a Mathematica for Physics training course from 9.30am to 4.00pm at our head office in Oxfordshire. This will be an introductory course for Mathematica with a focus on techniques and methods... |
| It may be too complex to solve symbolically. Have you tried doing a numerical solution? |
| Without and explicit example and the code that you have tried it will be hard to guess the best solution you're looking for! Please post the code in your post, and the things you have tried... |
| Hi everyone, I am new to this forum and new to Mathematica. I am trying to solve the following differential equation from 0 to Infinity. My first approach was to simply use NDSolve with the boundary conditions at 0 and Infinity and making a certain... |
| Sorry, I am no expert in special functions and integration. |