Quinone electrochemistry in acidic and alkaline solutions & its application in large scale energy storage

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1 Quinone electrochemistry in acidic and alkaline solutions & its application in large scale energy storage Michael R. Gerhardt 1, Kaixiang Lin 2, Qing Chen 1, Michael P. Marshak 1,3, Liuchuan Tong 2, Roy G. Gordon 1,2, Michael J. Aziz 1 1) Harvard School of Engineering and Applied Sciences, Cambridge, MA ) Department of Chemistry and Chemical Biology, Harvard University, Cambridge MA ) Department of Chemistry and Biochemistry, University of Colorado, Boulder C 80309

2 Energy Storage (kwh) Power Generation (kw) Photo: Eliza Grinnell, SEAS Communications 2

3 H + 2H +, 2e In aqueous acidic solution H Huskinson, B., Marshak, M. P., Suh, C., Er, S., Gerhardt, M.R., Galvin, C.J., Chen, X., Aspuru Guzik, A., Gordon, R.G., and Aziz, M.J. (2014). Nature, 505(7482),

4 H Chemistry Solution Cost ($/kwh) + 2H +, 2e Quinone Bromide <$27 Vanadium Redox $50 $180 In aqueous acidic solution H I wish I could get that price! Huskinson, B., Marshak, M. P., Suh, C., Er, S., Gerhardt, M.R., Galvin, C.J., Chen, X., Aspuru Guzik, A., Gordon, R.G., and Aziz, M.J. (2014). Nature, 505(7482),

5 H Chemistry Solution Cost ($/kwh) + 2H +, 2e Quinone Bromide <$27 Vanadium Redox $50 $180 In aqueous acidic solution H I wish I could get that price! Customizable Huskinson, B., Marshak, M. P., Suh, C., Er, S., Gerhardt, M.R., Galvin, C.J., Chen, X., Aspuru Guzik, A., Gordon, R.G., and Aziz, M.J. (2014). Nature, 505(7482),

6 H Chemistry Solution Cost ($/kwh) + 2H +, 2e Quinone Bromide <$27 Vanadium Redox $50 $180 In aqueous acidic solution H I wish I could get that price! Customizable Long cycle life Huskinson, B., Marshak, M. P., Suh, C., Er, S., Gerhardt, M.R., Galvin, C.J., Chen, X., Aspuru Guzik, A., Gordon, R.G., and Aziz, M.J. (2014). Nature, 505(7482),

7 0.2 AQDS Current Density (ma/cm 2 ) H 3 S S 3 H Potentiostat Electrolyte Solution E 0 = V vs SHE verpotential (V) [1] K. B. ldham, J. C. Myland, Electrochim. Acta. 56, (2011). [2] B. Huskinson et al., Nature. 505, (2014). 7

8 Current Density (ma/cm 2 ) H 3 S AQDS Model S 3 H Reversible 2 electron model: assume AQDS concentration at electrode surface is dictated by Nernst equation [1]. Reaction rate is mass transport limited. Measured rate constant k 0 = cm/s [2] E 0 = V vs SHE verpotential (V) [1] K. B. ldham, J. C. Myland, Electrochim. Acta. 56, (2011). [2] B. Huskinson et al., Nature. 505, (2014). 8

9 H 3 S S 3 H No catalyst required Huskinson, B., Marshak, M. P., et al. (2014). Nature, 505(7482),

10 Voltage (V) Power Density (W cm -2 ) State of Charge 10% 30% 50% 70% 90% State of Charge 10% 30% 50% 70% 90% Current Density (A cm -2 ) Data: Qing Chen Current Density (A cm -2 ) 10

11 H 3 S S 3 H Current Density (ma cm 2 ) Potential (V vs. SHE) AQDS 9,10 anthraquinone 2,7 disulfonic acid AQDS Glassy carbon electrode, 3 mm dia, 25 mv/s scan rate, 25 C. Ag/AgCl reference. Pt coil counter electrode. Supporting electrolyte 1 M H 2 S 4 Quinone concentration 1 mm 11

12 H 3 S S 3 H Current Density (ma/cm 2 ) AQDS AQS 9,10 anthraquinone 2 sulfonic acid AQDS AQS Potential (V vs. SHE) Glassy carbon electrode, 3 mm dia, 25 mv/s scan rate, 25 C. Ag/AgCl reference. Pt coil counter electrode. Supporting electrolyte 1 M H 2 S 4 Quinone concentration 1 mm 12

13 H 3 S S 3 H Current Density (ma/cm 2 ) AQDS AQS DHAQDS AQDS AQS Potential (V vs. SHE) Glassy carbon electrode, 3 mm dia, 25 mv/s scan rate, 25 C. Ag/AgCl reference. Pt coil counter electrode. Supporting electrolyte 1 M H 2 S 4 Quinone concentration 1 mm DHAQDS 1,8 dihydroxy 9,10 anthraquinone 2,7 disulfonic acid 13

14 H 3 S S 3 H 1.05 pen Circuit Potential (V) DHAQDS AQS AQDS AQDS AQS State of Charge (%) DHAQDS Posolyte: 0.5 M Br 2, 3 M HBr Negolyte: 1 M quinone, 1 to 2 M H 2 S 4 (3 M total proton concentration) 14

15 H 3 S S 3 H 1.05 pen Circuit Potential (V) DHAQDS AQS AQDS AQDS AQS State of Charge (%) DHAQDS Posolyte: 0.5 M Br 2, 3 M HBr Negolyte: 1 M quinone, 1 to 2 M H 2 S 4 (3 M total proton concentration) 15

16 Current Density (ma/cm 2 ) AQS Model Reversible 2 electron model: assume AQS concentration at electrode surface is dictated by Nernst equation [1]. Reaction rate is mass transport limited verpotential (V) Glassy carbon electrode, 3 mm dia, 25 mv/s scan rate, 25 C. Ag/AgCl reference. Pt coil counter electrode. Supporting electrolyte 1 M H 2 S 4. Quinone concentration 1 mm [1] K. B. ldham, J. C. Myland, Electrochim. Acta. 56, (2011). 16

17 Current Density (ma/cm 2 ) AQS Model Quasireversible model: Assume Butler Volmer kinetics with a rate constant k 0 = cm/s [1] verpotential (V) Glassy carbon electrode, 3 mm dia, 25 mv/s scan rate, 25 C. Ag/AgCl reference. Pt coil counter electrode. Supporting electrolyte 1 M H 2 S 4. Quinone concentration 1 mm [1] K. B. ldham, J. C. Myland, Electrochim. Acta. 56, (2011). 17

18 Voltage (V) AQS AQDS 0.2 Charge Discharge Current Density (A/cm 2 ) H 3 S S 3 H AQDS AQS Posolyte: 0.5 M Br 2, 3 M HBr 18

19 0.8 90% SoC Power Density (W/cm 2 ) % SoC AQS AQDS Current Density (A/cm 2 ) H 3 S S 3 H AQDS AQS Posolyte: 0.5 M Br 2, 3 M HBr 19

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23 E 0 (mv vs SHE) ph p 23

24 300 E 0 (mv vs SHE) e, 2H + pka 1 = 7.70, pka 2 = E 0 = V E 0 dianion = V ph 24

25 e, 2H + E 0 (mv vs SHE) e, 1H + pka 1 = 7.70, pka 2 = E 0 = V E 0 dianion = V ph 25

26 e, 2H + E 0 (mv vs SHE) e, 1H + pka 1 = 7.70, pka 2 = E 0 = V E 0 dianion = V e ph 26

27 AQDS, ph 1 Current Density (ma/cm 2 ) H 3 S S 3 H verpotential (V) Glassy carbon electrode, 3 mm dia, 50 mv/s scan rate, 25 C. Ag/AgCl reference. Pt coil counter electrode. Supporting electrolyte H 2 S 4 or KH. Quinone concentration 1 mm 27

28 AQDS, ph 1 AQDS, ph 14 Current Density (ma/cm 2 ) H 3 S S 3 H verpotential (V) Glassy carbon electrode, 3 mm dia, 50 mv/s scan rate, 25 C. Ag/AgCl reference. Pt coil counter electrode. Supporting electrolyte H 2 S 4 or KH. Quinone concentration 1 mm 28

29 0.3 Current Density (ma/cm 2 ) AQDS, ph 1 AQDS, ph 14 Reversible model H 3 S S 3 H verpotential (V) Glassy carbon electrode, 3 mm dia, 50 mv/s scan rate, 25 C. Ag/AgCl reference. Pt coil counter electrode. Supporting electrolyte H 2 S 4 or KH. Quinone concentration 1 mm 29

30 3 3 30

31 0.2 2,6-DHAQ AQDS H Current Density (ma/cm 2 ) ph 14 H H 3 S 2,6 dihydroxy 9,10 anthraquinone 2,6 DHAQ S 3 H Potential (V vs SHE) 31

32 Current Density (ma/cm 2 ) ,6-DHAQ Model verpotential (V) H k 0 = 1 x 10 2 H cm/s 32

33 Current Density (ma/cm 2 ) ,6-DHAQ Model verpotential (V) H k 0 = 1 x 10 3 cm/s H 33

34 Current Density (ma/cm 2 ) ,6-DHAQ Model verpotential (V) H k 0 = 1 x 10 4 cm/s H 34

35 ,6-DHAQ Current Density (ma/cm 2 ) verpotential (V) H H 35

36 0.20 Current Density (ma/cm 2 ) ,6-DHAQ Model i 1 E 0,1 = vs SHE k 0,1 = 7 * 10 3 cm/s verpotential (V) H H 36

37 0.20 Current Density (ma/cm 2 ) ,6-DHAQ Model i 1 Model i E 0,1 = vs SHE k 0,1 = 7 * 10 3 cm/s E 0,2 = vs SHE k 0,2 = 7 * 10 3 cm/s verpotential (V) H H 37

38 0.20 Current Density (ma/cm 2 ) ,6-DHAQ Model i 1 Model i 2 Model i 1 + i E 0,1 = vs SHE k 0,1 = 7 * 10 3 cm/s E 0,2 = vs SHE k 0,2 = 7 * 10 3 cm/s verpotential (V) H H 38

39 Figure by Kaixiang Lin, manuscript under review 39

40 Cyclic voltammogram of 4 mm 2,6 DHAQ (dark cyan curve) and ferrocyanide (gold curve) scanned at 100 mv/s Work performed by Kaixiang Lin, manuscript under review 40

41 Use functional groups to create more reducing quinones 0.2 Current Density (ma cm 2 ) AQDS AQS DHAQDS Potential (V vs. SHE) H 3 S S 3 H 41

42 Use functional groups to create more reducing quinones Use quinones in alkaline environment Current Density (ma cm 2 ) AQDS AQS DHAQDS E 0 (mv vs SHE) Potential (V vs. SHE) ph H 3 S S 3 H H 3 S S 3 H H H 42

43 Use functional groups to create more reducing quinones Use quinones in alkaline environment Current Density (ma cm 2 ) AQDS AQS DHAQDS E 0 (mv vs SHE) Potential (V vs. SHE) ph ENFL 403: rganic Aqueous Redox Flow Batteries Prof. Michael J. Aziz Thursday, August 20, 1:35 pm Room 258B 43

44 This work was partially funded through the US Department of Energy ARPA-E Award DE-AR and partially funded through the Harvard School of Engineering and Applied Sciences. Top to bottom, left to right: Drew Wong, Prof. Mauricio Salles, Alvaro Valle, Dr. Junling Huang Dhruv Pillai, Prof. Michael Marshak, Dr. Rafa Gómez-Bombarelli, Liuchuan Tong Lauren Hartle, Dr. Sungjin James Kim, Dr. Changwon Suh, Kaixiang Lin, Michael Gerhardt, Dr. Eugene Beh Dr. Qing Chen, Louise Eisenach, Jennifer Wei Prof. Michael Aziz, Prof. Roy Gordon, Prof. Alán Aspuru-Guzik

45 45

46 Linear, planar diffusion,, Initial conditions:, 0,, 0 0 Boundary conditions:, All current is diffusion controlled, Reversible reaction. Nernst equation applies:,, / Notation follows Bard and Faulkner for the reaction + ne R.

47 New boundary condition:, Define a new variable: : Reversible 0: Irreversible 1 Nicholson, R. (1965). Theory and Application of Cyclic Voltammetry for Measurement of Electrode Reaction Kinetics. Analytical Chemistry, (21), Retrieved from

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55 Aqueous quinone/hydroquinone couples exhibit rapid redox kinetics, require no electrocatalyst, and are inexpensive, making them attractive candidates for large-scale energy storage devices such as flow batteries 1 3. In acidic solutions, quinones undergo a rapid two-proton, two-electron reduction; however, in alkaline aqueous solutions, the picture is less clear 4. Under the right conditions, a two-electron reduction can occur as successive one-electron steps separated by a small difference in the reduction potential of each step. The underlying mechanism for the reduction of various quinones is explored as a function of ph and reduction potential. Using substituted anthraquinones and the bromine/hydrobromic acid couple, a flow battery exhibiting an open circuit voltage above 1.0 V and a peak galvanic power density above 0.7 W cm 2 is demonstrated. Furthermore, by employing soluble metal coordination complexes, a flow battery with an open circuit voltage exceeding 1.3 V is demonstrated. Mechanisms of capacity loss during cell cycling are discussed. (1) Huskinson, B.; Marshak, M. P.; Suh, C.; Er, S.; Gerhardt, M. R.; Galvin, C. J.; Chen, X.; Aspuru- Guzik, A.; Gordon, R. G.; Aziz, M. J. Nature 2014, 505 (7482), 195. (2) Huskinson, B.; Marshak, M.; Gerhardt, M.; Aziz, M. ECS Trans. 2014, 61 (37), 27. (3) Yang, B.; Hoober-Burkhardt, L.; Wang, F.; Surya Prakash, G. K.; Narayanan, S. R. J. Electrochem. Soc.2014, 161 (9), A1371. (4) Quan, M.; Sanchez, D.; Wasylkiw, M. F.; Smith, D. K. J. Am. Chem. Soc. 2007, 129 (42),

56 Check out xx thru xx In Half Cell Electrochemistry Also the Pourbaix diagram origin file Current Density (ma/cm^2) Is concentration constant? I think it s a fair assumption to make. I don t explicitly say it is anywhere Current Density and I don t have a good record of it in my lab notebook. But my slide deck from says I was adding KH and H2S4 to adjust ph. Likely the volume didn t change much so conc shouldn t change much. From Bard: A case of particular interest occurs when deltae0 = 2RT/F ln 2 ~ 35.6 mv. This occurs when there is no interaction between the reducible groups on, and the additional difficulty adding the extra electron arises purely from statistical (entropic) factors Volts (V) 56

57 Reversible model doesn t quite fit 57

58 Plugging in measured k0 value helps a little 58

59 Assuming a higher bulk DHAQDS concentration explains the height of the reduction peak 59

60 Assuming more sluggish kinetics on top of concentration error doesn t explain it 60

61 Current Density (ma/cm 2 ) Experiment First reduction Second reduction Total current E 0,1 = vs SHE k 0,1 = 7 * 10 4 cm/s E 0,2 = vs SHE k 0,2 = 7 * 10 4 cm/s Potential (V vs SHE) 61

62 Current Density (ma/cm 2 ) ,6-DHAQ Model i 1 Model i 2 Model i 1 + i verpotential (V) 62

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