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if I use cm for length, what should I use for density?

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abaqusforum

Structural
Apr 11, 2006
10
I don't have lots of experience in dynamic analysis. if I use cm for length in dynamic analysis, what should I use for density? Youngs modulus is kgf/(cm^2)?
Thanks!
 
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I recommend scaling your model to meters.
 
density ... gm/cm^3 ?

E ... convert N/m^2 ... N = 1000 gm*g (weight of 1 gm)
but g = 9810 cm/sec^2
so N = 1000*100 gm*cm/sec^2
and m = 100 cm

so that looks like 1 N/m^2 = 10 (gm*cm/sec^2)/cm^2
 
seems it is not g/cm^3. I have a model generated by somebody else in cm. those density of steel is 10^(-5). I want to convert to meters.
 
if we knew what "somebody else" did, then we would be smart !

btw ... forget the jibberish about N = 1000gm*g ... of course 1N = 1000g*1m/sec^2 = 1000g*100cm/sec^2 ... g is only relevent in your model if you have inertial forces.

steel is 0.3 lbf/in^3 (weight density) = 0.009 lbm/in^3 = 0.004 kg/in^3 = 0.00026 kg/cm^3

whatever, i think converting your model to meters is the way to go
 
Density of Steel is about 7850 kg/m^3 = 0.00785 kg/cm^3
 
As I said in the other forum where you posted this question: Whatever units you use, make sure that the formula F=ma applies.
 
Firstly, don't post in multiple forums. Forums are subject specific.
Secondly, if you can't convert from centimeter to meter then.....well I guess I could just say: 1m=100cm.
TTFN


Fe
 
As others have said - you can use ANY consistent set of units that you like. If you are not sure whether your units are fully consistent, I would strongly recommend using base SI units (kg, m, s, N, etc).

One set of units using cm is the CGS system as follows:

Length: cm
Mass: g
Time: s
Force: dyne (symbol: dyn) = g.cm/s^2 = 10^(-5) N

Other units:

Density: g/cm^3
Modulus / Stress: barye (symbol: Ba)= dyn/cm^2 = 0.1 Pa
Work / Energy: erg = 10^(-7) J
Velocity: cm/s
Acceleration: cm/s^2
Gravity: 1 g = 980.7 cm/s^2


Hope this helps!
 
Thanks for all the help! the problem has been solved.
 
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