(50g, 49g) ArcLength v1.1  The lenght of arch of given function

06052018, 07:51 PM
(This post was last modified: 06062018 05:26 PM by Vtile.)
Post: #1




(50g, 49g) ArcLength v1.1  The lenght of arch of given function
Hello
I were faced on the problem at work today where I need to solve the length of arc and to be honest the algebraic solution had buried so deep dust in my head that it didn't ring any bells. So next step open 50g AUR and look a function No there is none unfortunately. So next best thing were a net search with 50g solution: http://www.hpmuseum.org/cgisys/cgiwrap/...ead=140178 Unfortunately the solution given on that oldish MoHPC thread doesn't work for some reason on my 50g, the derivative inside integral somehow generates a bug. In RPL stack it does work, but not as a defined algebraic function so I did create a code snippet for it. Length of arch of given function: Code: << I have tested this against wolfram alpha and so far it does give approx. right values, but Hopefully this is useful to somebody, but read the above notes about accuracy (see posts #2 and #3). Cheers. 

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Messages In This Thread 
(50g, 49g) ArcLength v1.1  The lenght of arch of given function  Vtile  06052018 07:51 PM
RE: (50g, 49g) ArcLength  The lenght of arch of given function  Dieter  06062018, 11:40 AM
RE: (50g, 49g) ArcLength  The lenght of arch of given function  Vtile  06062018, 04:36 PM
RE: (50g, 49g) ArcLength  The lenght of arch of given function  Carsen  06062018, 04:44 PM
RE: (50g, 49g) ArcLength v1.1  The lenght of arch of given function  Vtile  06062018, 05:03 PM
RE: (50g, 49g) ArcLength v1.1  The lenght of arch of given function  Carsen  06112018, 03:32 AM

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