Acronyms

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AcronymDefinition
NNumber
NNorth
NNo
NNoun
NNoon (time of day)
NNeutral (automatic transmissions)
NNon specified number
NNumber of Years
NNatural Numbers
NNovember
NNormal
NIn
NSet of Natural Numbers (math)
NAnd
NLondon North (postcode, United Kingdom)
NNorway
NNintendo
NNumeric
NNausea
NNetscape
NNewton(s)
NNight (airfare)
NNotch (type of filter)
NIntuitive (Myers Briggs Type Indicator)
NNitrogen
NNano
NPrincipal Quantum Number (used in formulae in quantum physics)
NNeutron
NKnight (chess)
NNormality
NNorse
NMoles (chemistry)
NNanotechnology
NNigerian Naira (national currency)
NSouthwest Ontario (postal code designation, Canada)
NNatus (Latin: Born)
NNoggin (cable network)
NAsparagine (amino acid)
NMean Motion (astronomy)
NNucleoprotein (virus protein)
NSensitive Unclassified (information)
NRefractivity
NTrue Neutral (gaming)
NNullipara
NAvogadro's Number (chemistry)
NNeutron Number (physics)
NUnable to Locate Complainant (Alabama Public Safety Radio Code)
NNot Classified But Sensitive
NOccupation Regular Issues (Scott Catalogue prefix; philately)
NNot for Release to Foreign Nationals
NNo Action Taken/Being Taken (action code)
NUS DoT tire speed rating (87 mph)
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References in periodicals archive
Parameter Symbol Temperature T Electrolyte concentration [C.sub.f] Fluid pH pH Dielectric permittivity in vacuum [[epsilon].sub.0] Relative permittivity [[epsilon].sub.r] Boltzmann's constant [k.sub.b] Elementary charge e Avogadro's number N Ionic mobility of [Na.sup.+] in [MATHEMATICAL EXPRESSION NOT solution REPRODUCIBLE IN ASCII] Ionic mobility of [H.sup.+] in [MATHEMATICAL EXPRESSION NOT solution REPRODUCIBLE IN ASCII] Ionic mobility of [Cl.sup.-] in [MATHEMATICAL EXPRESSION NOT solution REPRODUCIBLE IN ASCII] Ionic mobility of O[H.sup.-] in [MATHEMATICAL EXPRESSION NOT solution REPRODUCIBLE IN ASCII] Disassociation constant of water [K.sub.[omega]] (22[degrees]C) Surface site density [[GAMMA].sub.s] Binding constant for sodium [K.sub.Me] adsorption Disassociation constant for [K.sub.
where [N.sub.A] is Avogadro's number. The number n of molecules in which a bond can be broken when one cavitation bubble collapses is thus
--As many pencils as Avogadro's number (NA) is 1 mole.
where [N.sub.A] is Avogadro's number. The value of [A.sub.min] depends upon the properties of the surfactant and the interface.
On page 21 in the chapter on General Principles of Gas Physics, Avogadro's Number is listed as "6.02 = 1023" (sic) when we know from having it drummed into our heads in RT school that it is "6.02 X 1023." On page 617 in the chapter on Oxygen, Helium, and Nitric Oxide, the Hi-Ox 80 oxygen mask is listed as being provided by Respironics (sic) when, in fact, it is from ViaSys.
Atoms are pretty darn small, and a gram of matter contains 6.022 x [10.sup.23] atoms (Avogadro's Number).
With this he could determine such important physical constants as Avogadro's number, the number of atoms or molecules in one gram-mole of material.
For a suspension of microbeads of number concentration, [c.sub.b], the equivalent molar fluorescence can be directly converted to the average MESF units per particle by multiplying by Avogadro's Number and dividing by the number concentration of particles in the measured suspension.
Since all this was based on Avogadro's hypothesis, the number was called Avogadro's number.
I as well as millions of others have tried to measure Avogadro's Number. I was hundreds of orders of magnitude off--but it did not matter, since everyone already knew the number.
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