Ruby pressure scale

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Ruby spectra R1, R2 lines

The ruby fluorescence pressure scale is an optical method to measure pressure within a sample chamber of a diamond anvil cell apparatus.[1] Since it is an optical method, which fully make use of the transparency of diamond anvils and only requires an access to a small scale laser generator, it has become the most prevalent pressure gauge method in high pressure sciences.

Principles

Ruby is chromium-doped corundum (Al2O3). The Cr3+ in corundum's lattice forms an octahedra with surrounding oxygen ions. The octahedral crystal field together with spin-orbital interaction results in different energy levels. Once 3d electrons in Cr3+ are energized by lasers, the excited electrons would go to 4T2 and 2T2 levels. Later they return to 2E levels and the R1, R2 lines come from luminescence from 2E levels to 4A2 ground level.[2] The energy difference of 2E levels are 29 cm−1, corresponding to the splitting of R1, R2 lines at 1.39 nm.[2]

Development

Ruby fluorescence spectra has two strong sharp lines, R1 and R2. R1 refers to the stronger intensity and lower energy (longer wavelength) excitation and is used to gauge pressure.

Pressure is calculated as: P(Mbar)=ab[(λλ0)b1], where λ0 is the R1 wavelength measured at 1atm, a and b are constants. (e.g. a = 19.04, b = 5[3])

Since first demonstrated by Forman and colleagues in 1972,[4][5] many scientists have contributed to the establishment of accurate ruby pressure scale in various experimental conditions.

A likely incomplete summary of is given below:

Year First Author a b Primary pressure standard used Temperature Pressure range Pressure transmitting medium References
1972 R. A. Forman - -, linear Transitions of CCl4, H2O, C2H5Br, n-C7H16 Room temperature 2.2 GPa See standards used [4]
1978 H. K. Mao 1904 5 Ag, Cu, Mo, Pd Room temperature 6 - 100 GPa M-E, H2O [3]
1986 H. K. Mao 1904 7.665 Cu, Ag, Ar Room temperature 80 GPa Ar [6]
2004 A. Dewaele 1904 9.5 Al, Cu, W Room temperature 153 GPa Helium [7]
2005 A. D. Chijioke 1876(6.7) 10.71(0.14) Au, Pt Room temperature 150 GPa Helium, Hydrogen, Ar [8]
2008 S.D Jacobsen 1904 10.32(7) MgO Room temperature 118 GPa Helium [9]
2012 H. Yamaoka 1762*ln(λ/λ0) Ruby R1 Low temperature to 16K 26 GPa M-E, Silicone oil [10]
2020 G. Shen 1870 5.63(3) MgO, Mo, Cu, Diamond Room temperature 150 GPa Helium [11]

References