CAS and small numbers
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04-23-2014, 06:35 PM
Post: #9
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RE: CAS and small numbers
(04-23-2014 07:14 AM)parisse Wrote: I would recommend using symbols for physical constants, e.g. h for the Planck constant, then at the end of the computation replace h and other constants by their numerical value, for example Thank you for these suggestions; the first works, and I shall use it. The problem with your second suggestion is that mksa(_h_) (for example) gives zero, but with the correct units! If I'm solving for something that is small (energies in joules, masses in kilograms, charges in coulombs) I'll just get zero as my answer. Is this behaviour intended? Nigel (UK) |
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Messages In This Thread |
CAS and small numbers - Nigel (UK) - 04-22-2014, 06:49 PM
RE: CAS and small numbers - Tim Wessman - 04-22-2014, 07:21 PM
RE: CAS and small numbers - Nigel (UK) - 04-22-2014, 08:22 PM
RE: CAS and small numbers - Han - 04-22-2014, 08:53 PM
RE: CAS and small numbers - Nigel (UK) - 04-22-2014, 09:19 PM
RE: CAS and small numbers - Tugdual - 04-23-2014, 05:42 AM
RE: CAS and small numbers - Han - 04-22-2014, 07:28 PM
RE: CAS and small numbers - parisse - 04-23-2014, 07:14 AM
RE: CAS and small numbers - Nigel (UK) - 04-23-2014 06:35 PM
RE: CAS and small numbers - Tim Wessman - 04-23-2014, 07:12 PM
RE: CAS and small numbers - parisse - 04-23-2014, 07:05 PM
RE: CAS and small numbers - Nigel (UK) - 04-23-2014, 07:29 PM
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