Aalto University, Espoo, Finland

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Aalto University, Espoo, Finland Cryocourse 2016 School and Workshop in Cryogenics and Quantum Engineering 26th September - 3rd October 2016 Aalto University, Espoo, Finland Introduction to Dilution Refrigerators Part I-Thermodynamics Henri GODFRIN CNRS/IN/MCBT – Grenoble

This part of the course is based on: Basic operation of cryocoolers and related thermal machines A.T.A.M. de Waele J. of Low Temp. Physics, Vol.164, pp.179-236 (2011) (open access) Introduction to dilution refrigeration Lectures given at Cryocourse 2013 and former ones Dilution refrigerators H. Godfrin Experimental Principles and Methods Below 1 K Lounasmaa, O.V. Academic Press, London, p. 316 (1974). Matter and Methods at Low Temperatures Pobell, Frank Springer-Verlag, Berlin, p. 461 (2007). Wikipedia: https://en.wikipedia.org/wiki/Dilution_refrigerator

Outline Introduction Schematic diagram Thermodynamics of dilution refrigeration Thermal properties of pure 3He Properties of 3He-4He mixtures The 1 K bath Why a still heater The mixing chamber Osmotic enthalpy Limiting temperature of dilution refrigerators

History The dilution refrigerator principle was suggested by Heinz London in 1952 H. London, G.R. Clarke, and E. Mendoza proposed a prototype of continuous refrigerator in 1962 It was realized in 1964 in the Kamerlingh Onnes Laboratorium at Leiden University Das, P.; Ouboter, R. B.; Taconis, K. W. (1965). "A Realization of a London-Clarke-Mendoza Type Refrigerator". Low Temperature Physics LT9. p. 1253. (Tmin~220mK) B.S. Neganov and co-workers in Dubna and H.E. Hall and co-workers in Manchester went below 100 mK (1966). Dubna rapidly reached 25 mK. The principles and methods of dilution refrigeration have been substantially developed by J. Wheatley et al. at La Jolla. Modern « wet » refrigerators are based on the Grenoble design by Frossati and coworkers. The development of sintered silver heat exchangers Tmin led to Tmin~2 mK. « Dry » refrigerators were developed by K. Uhlig et al. on GM coolers (1993), and on Pulse-tube coolers by K. Uhlig et al. (2002) and H. Godfrin (1999 to 2003, date of first commercial unit, delivered by l’ Air Liquide) Lancaster has the present record of low temperatures, 1.75 mK

Phase diagram of helium mixtures By Mets501 - Own work, CC BY-SA 3.0, https://commons.wikimedia.org/w/index.php?curid=25250292

Phase separation upon cooling

Schematic diagram of a standard (“wet”) dilution refrigerator. https://en.wikipedia.org/wiki/Dilution_refrigerator

Low temperature part https://en.wikipedia.org/wiki/Dilution_refrigerator

https://en.wikipedia.org/wiki/Dilution_refrigerator

Continuously Operating 4He Evaporation Refrigerator L. E. DeLong, O. G. Symko and J. C. Wheatley, Rev. Sci. Inst. 42, 147 (1971)

Enthalpy diagram of 4He

Enthalpy diagram of 3He Incoming 3He at P=0.5 bar and 4.2 K has a enthalpy of 99 J/mol 3He leaves the still at 0.7 K and P~0. It’s enthalpy is 35 J/mol. The deficit is huge: 64 J/mol Solutions: 1K pot or condensation at high pressure

Global enthalpy balance of DR (only pure 3He flows in and out the sub-system) Without 1K pot: negative balance, External cooling needed. With a 1K pot at 1.2 K: positive balance, external heating (usually at the still…) needed. The cooling power provided by the 1 K pot to change the 3He from gas at 0.5 bar and 4.2 K to liquid at 0.5 bar and 1.2 K, is

Condensing the 3He at ~3bars At 4.2 K the minimum enthalpy (vs. Pressure) is Hm ≈ 42 J/mol near 3 bars, just above the enthalpy of the vapor at 0.7 K (35 J/mol). > steady state is possible using a heat exchanger to precool the incoming 3He !!! J. Kraus, Cryogenics 17, 173 (1977) A.T.A.M. de Waele, A.B. Reekers, H.M. Gijsman, Cryogenics 17, 175 (1977)

Dilute side

The Mixing Chamber: cooling is due to expansion

Osmotic enthalpy

Osmotic enthalpy of 3He mixtures - Lines of constant osmotic pressure (solid lines, values in Pa) - Lines of constant osmotic enthalpy H3 (dotted lines values in J/mol); and the saturation concentration of the dilute phase xs. The scale on the right gives the temperature in K.

Cooling power at the MC

Limiting temperature of DR