Greetings! In this month's newsletter our team is pleased to highlight a unique analytical method worth learning about, regardless of the brands of potentiostats used in your lab. By combining parallel EIS measurements with automatic drift correction using post-processing algorithms, there are tremendous opportunities to save time without sacrificing data accuracy while collecting AC impedance spectra for multiple electrochemical cells.
This topic will be thoroughly covered in an oral presentation Admiral Instruments and Zahner are giving at the upcoming 68th Annual International Society of Electrochemistry (ISE) Meeting in August. All ISE visitors are encouraged to attend this presentation. For advice about how to utilize this methodology with your existing collection of potentiostats, or guidance about the best new potentiostats available for this approach, I'm always reachable at firstname.lastname@example.org or (480) 256-8706.
Introducing a Multi-sine EIS Method to Increase Measurement Speed and Avoid Accuracy Losses
Methods combining EIS with charge-discharge cycles are among the most powerful tools available to collect in-situ information about electrochemical systems such as battery cells and stacks. However, accurately measuring the rapidly-changing states of the electrodes, electrolytes, and other non-steady-state materials within battery systems is a challenge.
This issue is particularly troublesome when changes in state occur at timescales even shorter than a single charge-discharge cycle or single EIS frequency sweep. Accurately interpreting results from an EIS measurement requires either making the ill-advised assumption of steady-state conditions throughout the duration of a frequency sweep, or accounting for drift effects by using modeling tools that are often time-consuming or ineffective.
We offer a solution combining 1) parallel EIS measurements, 2) automatic drift correction of the measured time dependent signals, 3) time interpolation by series measurements, and 4) application of the Z-HIT algorithm for data post-processing. As opposed to traditional sequential EIS of a battery stack, parallel EIS is a valuable approach that not only saves time, but eliminates the issue of data drift from non-steady-state conditions originating from sequential measurements. This benefit is a consequence of impedance data being collected throughout the entire system at the same time, rather than just one cell at a time.
Precautions must be taken during the data collection phase to limit any instances of drift signals being incorrectly assigned as an actual reaction or response by the cell or stack being measured . Using the Z-HIT algorithm , “non causal” spectra from Kramers-Kronig relations can be converted into corrected spectra by interpolation of the spectra series vs. time and by removing residual “non-causal” spectra. The Z-HIT algorithm has the unique ability to reconstruct drift-affected data , and is the transform exclusively used within Zahner’s modeling and simulation software.
In cases where multi-sine EIS is used rather than single-sine EIS, mainly to reduce the amount of time required to collect data, conventional multi-sine EIS methods usually experience significant losses of accuracy. However, by using a “weighted harmonics autocorrelation” technique , multi-sine EIS can benefit from the same features of automatic drift correction and error detection that are commonly used for single-sine EIS. With this approach, users can enjoy the time-saving advantages of multi-sine EIS without the loss of accuracy when compared to an equivalent single-sine EIS method.
 C. A. Schiller, F. Richter, E. Gülzow 3, N. Wagner; J. Phys. Chem. Chem. Phys. 3 (2001) 374
 Lasia, Andrzej. "Z-HIT Transform." Electrochemical Impedance Spectroscopy and its Applications. N.p.: Springer, 2014. 299-300. Print.
 W. Ehm, R. Kaus, C. A. Schiller, W. Strunz, New Trends in Electrochemical Impedance Spectroscopy and Electrochemical Noise Analysis, ed. F. Mansfeld, F. Huet, O. R. Mattos, Electrochemical Society Inc., Pennington, NJ, 2001, vol. 2000-24, 1
 C.-A. Schiller, R. Kaus; Bulgarian Chemical Communications, Volume 41, Number 2 (2009), pp. 192-198