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units of variables?
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02-27-2018, 04:39 PM
Post: #2
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RE: units of variables?
This doesn't answer your question, but "kg" is not a unit of force. 1 bar is 10^5 N / m^2 or 10 N / cm^2. 1 kg does weigh about 10 newtons (9.81 N, in fact) but it is a mass, not a force. If you insist on using it instead of newtons you could write "kgf" for "kilogram-force", meaning a force equal to the weight of 1 kg in standard gravity. 1 kgf / cm^2 still won't be 1 bar, though.
Sorry - I teach Physics; I can't help it! Nigel (UK) |
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| Messages In This Thread |
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units of variables? - sinan oz - 02-27-2018, 11:58 AM
RE: units of variables? - Nigel (UK) - 02-27-2018 04:39 PM
RE: units of variables? - Carsen - 02-27-2018, 05:35 PM
RE: units of variables? - DrD - 02-27-2018, 05:44 PM
RE: units of variables? - cyrille de brébisson - 02-28-2018, 06:24 AM
RE: units of variables? - sinan oz - 03-01-2018, 02:19 PM
RE: units of variables? - Tim Wessman - 03-01-2018, 07:34 PM
RE: units of variables? - grsbanks - 03-02-2018, 10:34 AM
RE: units of variables? - Tim Wessman - 03-02-2018, 04:51 PM
RE: units of variables? - ndzied1 - 03-03-2018, 01:36 AM
RE: units of variables? - math7 - 03-03-2018, 03:07 AM
RE: units of variables? - sinan oz - 03-03-2018, 09:29 AM
RE: units of variables? - Tonig00 - 03-03-2018, 09:36 AM
RE: units of variables? - salvomic - 03-03-2018, 09:43 AM
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