Torque question..
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Originally Posted by moxfyre
kg is a unit of mass, not force.
Weight is a kind of force, namely the gravitational force exerted by Earth on a massive object.
kgf isn't a canonical SI unit, but an engineering unit. It is the weight of an object whose mass is 1 kg. 1 kgf = 9.8 N = 2.2 lbf (approximately)
Weight is a kind of force, namely the gravitational force exerted by Earth on a massive object.
kgf isn't a canonical SI unit, but an engineering unit. It is the weight of an object whose mass is 1 kg. 1 kgf = 9.8 N = 2.2 lbf (approximately)
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Originally Posted by CdCf
We measure our bodies' masses, since the gravity can assumed to be a constant, and so the body weight divided by the gravitational "constant" equals the body mass.
So, we really measure the body mass in the end, and the unit is correct.
So, we really measure the body mass in the end, and the unit is correct.
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Originally Posted by dedhed
That's the trouble with the net you can't see the tongue in my cheek. After 20+ years of sparring with both the engineers and contractors we all agree it's the architects and bean counters who screwed up the design. the other thing reinforced daily is that the most important sign in any engineering equation is the dollar sign $. It's the only one all parties understand.
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Originally Posted by CdCf
This is the only part of it all I don't agree with.
We measure our bodies' masses, since the gravity can assumed to be a constant, and so the body weight divided by the gravitational "constant" equals the body mass.
So, we really measure the body mass in the end, and the unit is correct.
The variation of the gravitational "constant" is around 0.5%, depending on where you are, and that's probably less than the error of most body weight scales. And also much less than the daily weight (or rather mass... ) fluctuations caused by varying levels of water retention.
We measure our bodies' masses, since the gravity can assumed to be a constant, and so the body weight divided by the gravitational "constant" equals the body mass.
So, we really measure the body mass in the end, and the unit is correct.
The variation of the gravitational "constant" is around 0.5%, depending on where you are, and that's probably less than the error of most body weight scales. And also much less than the daily weight (or rather mass... ) fluctuations caused by varying levels of water retention.
On the other hand, I think it's foolish to use units like "kgf" for anything other than weight. The kilogram unit has no obvious, natural translation into a unit of force except when that force is weight. In a torque specification for a bolt, the force is an arbitrary mechanical force applied to a lever. The "kgf" unit therefore causes a great deal of confusion, as we've seen in this thread. I dunno why engineers use "kgf" instead of "9.86 Newtons."
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We refer to it as weight, yes. No argument there.
But what we call weight is really the mass, of course.
Those who need to know the difference generally do.
But what we call weight is really the mass, of course.
Those who need to know the difference generally do.
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Originally Posted by CdCf
We refer to it as weight, yes. No argument there.
But what we call weight is really the mass, of course.
Those who need to know the difference generally do.
But what we call weight is really the mass, of course.
Those who need to know the difference generally do.
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Originally Posted by moxfyre
I agree... it's fairly pedantic to distinguish between mass and weight on a daily basis, since everywhere except in outer space g is nearly constant. That's why we freely use lb as a unit of mass or kg as a unit of weight, since the conversion factor never changes.
Originally Posted by moxfyre
On the other hand, I think it's foolish to use units like "kgf" for anything other than weight. The kilogram unit has no obvious, natural translation into a unit of force except when that force is weight. In a torque specification for a bolt, the force is an arbitrary mechanical force applied to a lever. The "kgf" unit therefore causes a great deal of confusion, as we've seen in this thread. I dunno why engineers use "kgf" instead of "9.86 Newtons."
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Even worse is the common practice here of using kg as a unit of pressure!
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Originally Posted by CdCf
Even worse is the common practice here of using kg as a unit of pressure!
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Originally Posted by CdCf
Even worse is the common practice here of using kg as a unit of pressure!
Wow. I won't go there.
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Originally Posted by juicemouse
I think we agree on everything but jargon. The reason I'm insistant that a weight cannot ever be measured in units of mass, though, is because as soon as the gravitational constant changes, you'd measure a different mass. This is the whole idea behind kgf, to keep it in units of force. I think your statement that "those who need to know the difference generally do" is spot on, but I think it makes it less confusing if you just always treat weight as a measurement of force.
I'm not sure which freshman classes are more important here, Physics or Creative Writing..!
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Originally Posted by moxfyre
So... what is a "kg" of pressure? Is it = 1 kg * g / cm^2? Which would be approximately 10 Pa?
1 Pa = 1 N / m^2, not 1 Pa = 1 N / cm^2.
The difference between 1 cm^2 and 1 m^2 is 10 000.
So, 1 "kg" of pressure is really around 98 kPa, or essentially 1 bar, or 1 atmosphere.
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Originally Posted by CdCf
You're partly correct, but I think you've forgot what 1 Pa is.
1 Pa = 1 N / m^2, not 1 Pa = 1 N / cm^2.
The difference between 1 cm^2 and 1 m^2 is 10 000.
So, 1 "kg" of pressure is really around 98 kPa, or essentially 1 bar, or 1 atmosphere.
1 Pa = 1 N / m^2, not 1 Pa = 1 N / cm^2.
The difference between 1 cm^2 and 1 m^2 is 10 000.
So, 1 "kg" of pressure is really around 98 kPa, or essentially 1 bar, or 1 atmosphere.
What I meant was, of course, 10 Hecta-Pa
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Originally Posted by juicemouse
Sorry for getting my boxers all in a knot. I'm just really starting to hate that stereotype.
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Originally Posted by dedhed
Get used to it if your going to be an engineer. Until you've been at it a while or in the same place to prove to the others you know your ***** thats just how it works. Look on the bright side, at least you have girls in Engineering now, pretty few and far between 25 years ago.
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i still can't figure out what a kilogram of pressure is supposed to be. a kilogram per square inch?
i think just to "torque" people off i'm going to start talking about my bicycle tire pressure in kilograms per square inch.
i think just to "torque" people off i'm going to start talking about my bicycle tire pressure in kilograms per square inch.
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Originally Posted by cerewa
i still can't figure out what a kilogram of pressure is supposed to be. a kilogram per square inch?
i think just to "torque" people off i'm going to start talking about my bicycle tire pressure in kilograms per square inch.
i think just to "torque" people off i'm going to start talking about my bicycle tire pressure in kilograms per square inch.
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Originally Posted by CdCf
1 kg of pressure = 1 kg * ~9.81 / cm^2
The former is 9.81 N, the latter is 98.1 kPa (nearly 1 bar)... "10 N" or "100 kPa" would be a decent approximation for both. Who decided that using a wrong unit would be easier?
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Originally Posted by moxfyre
Who comes up with units like "kilogram of force" and "kilogram of pressure"???? (Excluding the case of weight, where kgf is fairly intuitive)
The former is 9.81 N, the latter is 98.1 kPa (nearly 1 bar)... "10 N" or "100 kPa" would be a decent approximation for both. Who decided that using a wrong unit would be easier?
The former is 9.81 N, the latter is 98.1 kPa (nearly 1 bar)... "10 N" or "100 kPa" would be a decent approximation for both. Who decided that using a wrong unit would be easier?
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Even though the unit of length is wrong, psi is at least a unit with all the ingredients in the name itself...
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Originally Posted by juicemouse
Impossible to say. Having not lived in Europe, I'd be interested to know how widespread the use of kg as a unit of both force and pressure is. Are Newtons and Pascals anywhere to be found? I will say, though, that as soon as you get used to any unit system, any other system seems odd. I'd venture to say that those who use kilograms as a unit of both force and pressure find it quite natural. What makes using kg in these situations "wrong"? Do you think using lbs. and psi. is any "better"?
With things like "kgf" and "kilogram of pressure", there are hidden conversion factors (g and g/cm^2) that must be introduced in order to get the right units to come out!
For example, in my above post I asked what a kilogram of pressure is. Is it kg*g/cm^2, or is it kg*g/m^2??? I would have had no way of knowing which was correct without looking it up in some kind of engineering reference. The idea of "kilogram of pressure" is confusing, because it suggests one kind of unit (namely mass) but actually signifies another (namely pressure). On the hand, if you hear "Pascal" and don't know what a "Pascal" is, you won't get confused by a false association.
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I do know my tyres need around 0.6 MPa in them.
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Originally Posted by CdCf
I do know my tyres need around 0.6 MPa in them.
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Originally Posted by moxfyre
Yeah, I think lbs and psi is better, although I'm a pro-metric kind of guy. Why? Because "pound" is explicitly a unit of force, and therefore "pound per square inch" is explicitly a unit of pressure.
With things like "kgf" and "kilogram of pressure", there are hidden conversion factors (g and g/cm^2) that must be introduced in order to get the right units to come out!
For example, in my above post I asked what a kilogram of pressure is. Is it kg*g/cm^2, or is it kg*g/m^2??? I would have had no way of knowing which was correct without looking it up in some kind of engineering reference. The idea of "kilogram of pressure" is confusing, because it suggests one kind of unit (namely mass) but actually signifies another (namely pressure). On the hand, if you hear "Pascal" and don't know what a "Pascal" is, you won't get confused by a false association.
With things like "kgf" and "kilogram of pressure", there are hidden conversion factors (g and g/cm^2) that must be introduced in order to get the right units to come out!
For example, in my above post I asked what a kilogram of pressure is. Is it kg*g/cm^2, or is it kg*g/m^2??? I would have had no way of knowing which was correct without looking it up in some kind of engineering reference. The idea of "kilogram of pressure" is confusing, because it suggests one kind of unit (namely mass) but actually signifies another (namely pressure). On the hand, if you hear "Pascal" and don't know what a "Pascal" is, you won't get confused by a false association.
[This, by the way, is the reason I suspect kg is being used for forces and pressures in Europe. People get used to seeing kg as a unit of force when they weigh stuff, so they start using it for other forces because they're accustomed to using it.]
Having said that, it is what it is, and I don't know about you but I'm not going to war over it. Complete standardization (which is what you're asking for) sure would be nice, but it hasn't happened yet and doesn't look real likely in the near future. That's what I meant with my lbs and psi reference (though I agree with your point too), that the US system requires so many damn conversion factors but we're not going to standardize and go to SI (metric) for the simple reason that everyone's gotten accustomed to working within the US system. As an engineer, my responsibility will be to deliver products labeled in units that are most commonly used by the target audience. That may mean kg or kgf in European countries, I'm not sure. What this boils down to is that you'd better study your conversion factors.
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And I direct you to your own post:
People measure weight all the time, but seldom measure pressure or force. What do you expect them to do when they get accustomed to using kg as a unit of force?
Originally Posted by moxfyre
I agree... it's fairly pedantic to distinguish between mass and weight on a daily basis, since everywhere except in outer space g is nearly constant. That's why we freely use lb as a unit of mass or kg as a unit of weight, since the conversion factor never changes.
On the other hand, I think it's foolish to use units like "kgf" for anything other than weight. The kilogram unit has no obvious, natural translation into a unit of force except when that force is weight.
On the other hand, I think it's foolish to use units like "kgf" for anything other than weight. The kilogram unit has no obvious, natural translation into a unit of force except when that force is weight.