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Quote2π rad/s = 1 cycle/second = 1 Hz = 1/s Only in the specific case of continuous circular motion, which you have not stated. A standard instrument turn in an airplane is π rad/minute, but you couldn't call it 0.052 Hz unless you are in a spin or spiral dive, which is not a happy place to be.QuoteEnglish spelling is broken. Inappropriate use of "broken". English spelling is interesting because the words have many historical sources and there is no official body to limit the vocabulary, which makes it a very robust and flexible language, but it's no more of a "nightmare" than Chinese. You just have to learn the words individually. If you want to use a language whose spelling and pronunciation are always logical and consistent, you can use German. But for some reason, more folk prefer English.QuoteWhat belief or idea are you willing to question this week? Any and every belief that is not supported by observation.QuoteConsistency doesn't seem to be the human's particular strength. Consistency can be weakness. Evolution and adaptability work better in a dynamic world. Otherwise we'd be stuck with Genesis, phlogiston, and an ultraviolet catastrophe. Farseebox (all Saxon roots, consistent pronunciation, like Fernsehapparat) or television (Latin/Greek bastard word that everyone uses)? Mind you, my favorite word of all time was written on the HT rectifier of an old German valve television: "Fernsehapparathochspannunggleichricter" - absolutely logical!
2π rad/s = 1 cycle/second = 1 Hz = 1/s
English spelling is broken.
What belief or idea are you willing to question this week?
Consistency doesn't seem to be the human's particular strength.
So, in some cases, 1 rad equals 1. But in some other cases, 1 rad equals 1/(2π). You depend on unstated context to tell which is which.
QuoteSo, in some cases, 1 rad equals 1. But in some other cases, 1 rad equals 1/(2π). You depend on unstated context to tell which is which.Nonsense. 1 rad is always the angle that is subtended by 1/2π of a circle. Like a degree, which is subtended by 1/360 of a circle. The context is irrelevant.
You have not shown any "contradiction", nor any reason to redefine the radian or invent a new unit with dimensions newton meter per radian (which would immediately confuse it with torsional stiffness). If you want to define some other quantity, by all means do so, but please don't delude yourself into thinking that anyone (other than Boeing accountants and you) doesn't understand the meaning and use of torque.A word of advice: when talking to professionals, don't use words like "equals" loosely - they won't take you seriously if you misuse their language.
When in a hole the perceived wisdom is to stop digging. I suggest that you, Hamdani, should stop this nonsense now as you are making a fool of yourself. That statement by Alan, in which he gives the definition of the radian is absolutely correct and is an unassailable statement. Give it up.
A unit that we often use in mapping, radiation protection, and photometry, is the steradian. I wonder what Hamdani thinks of its dimensionality? And be cautious when using rad as an abbreviation - it is also a US and Russian unit of ionising radiation dose, though it is no longer current in civilised countries. So you might calculate the radiation dose from a point nuclear incident to, say, livestock or standing crops, in terms of rad per rad!
Do you think that 1 Newton meter equals to 1 Joule?
What do you think 1 Joule/radian equals to?
s = θ . r
You should get that added to the list of "cursed units"
QuoteDo you think that 1 Newton meter equals to 1 Joule? Unqualified and ignorant use of "equals". A force of 1 N moving through 1m in the line of action of that force does 1 J of work, but a static force of 1N applied normal to a radius of 1 m from a pivot is not doing any work. QuoteWhat do you think 1 Joule/radian equals to? Nothing in particular. It could be the energy expended by a flat beam of pulsed radiation (phased array radar, sonar...), or the work done against friction to turn a screw, or the torsional stiffness of a clock spring, or anything else you can think of where the unit is appropriate.
Quotes = θ . r only for the arc of a circle.Radius of curvature is ds/dθ for any shape, and is not generally a constant. Depending on where you put your origin, r can be negative.And 3D shapes can be even more interesting. But they can still be made to rotate.