Rydberg constant
	E Q U A T I O N S
		A times B
		1		von Klitzing		sphere radius 1		1.422283
		2		sphere pack squrd		2		0.000000
		3
		4
		5
		6
		7
		8
		9
		10
		A divided by B
		1		Avogardo's number		electron molr mss		-2.082090
		2		light		n u momentum		0.105355
		3		light squared		n u energy		0.174657
		4		permeability magn		36/pi		-0.068386
		5		Rydberg xhc in eV		ion conversion fc		0.018950
		6		wave # /photon en		rd surface/ rd vl		-0.068386
		7		(1/12)		radiation constnt		0.348756
		8		(16/15)		Lyman beta		-0.053655
		9		(9/8)		Lyman alpha		-0.063809
		10		1		electron mass		0.036102
		11		8		fine structure		-0.098887
		12		4/(3)		Hydrogen at infty		-0.053548
		13		pi squared		light squared		0.070025
		14		pi/18		a u charge		-0.731219
		15		Nccp squared / pi		a u charge		-0.731219
		16		sphere diam 1		elementary charge		-0.657860
		17		quantum circl x 2		Josephson constnt		-0.811862
		18		quantum circulutn		12		-0.068386
		19		4 pi squared		Boltzmann		2.202052
		20
				The most accurately measured of the fundamental constants, which enters into
				the formulas for wave numbers of atomic spectra and serves as a universal scaling
				factor for any spectroscopic transition and as an important cornerstone in the
				determination of other constants. For any atom, the Rydberg constant
				For any atom, the Rydberg constant divided by 1 + m/M,  where m and M are
				the masses of an electron and of the nucleus.
				highligted		derivative		nist
				copyright   steve waterman   january 2009