1. Chronoamperometry
From Chronoamperometric measurements two operational characteristics can be calculated: the maximum current density (jmax), i.e. the maximum electron flow per second, and the coulombic efficiency (CE), i.e. the total current flow in relation to the consumed substrate. Figure 4 shows a typical chronoamperometric biofilm growth curve of several growth cycles using a fed-batch reactor. After the initial lag-phase a first current density maximum commences. Then the current decreases again due to substrate depletion. At (nearly) zero current flow the medium is exchanged as indicated. After this substrate replenishment the current density increases again and the following maximum current density is higher than the first one. After several growth cycles jmax is constant – which indicates a steady-state biofilm formation14. As the steady state jmax value is depended on several parameters, e.g. electrode material, reactor temperature and biofilm composition, it is often considered as a characteristic of a certain electroactive microbial biofilm/ electrode system. (In case of flow-through reactors not jmax, but the constant steady-state current density is used.) The second operational characteristic is the coulombic efficiency (CE) (Equation 1). That is the number of electrons recorded as electric current flow, Qp , per fed-batch cycle related to the number of the theoretical maximum number of electrons Qth, which is calculated from substrate consumption during this cycle.

(Equation 1)
The total transferred charge can be gained by integration of the CA curve (see also Figure 6):

(Equation 2)
The theoretically possible electric charge is calculated by Faraday’s law:

(Equation 3)
Where V is the volume of the growth medium, F the Faraday constant (F = 96,485.34 C/mol), z the released number of electrons of the oxidized substrate (in case of acetate 8 electrons are released during oxidation to CO2) and Δc = c0-c1, which represents the substrate consumption (is determined by chemical analysis methods, e.g. by HPLC).
2. Cyclic voltammetry:
Cyclic voltammograms are recorded for nonturnover conditions and for turnover conditions (as indicated in Figure 4). In both cases different types of information can be gained. In the following it is discussed how possible and actual EET sites can be identified.
2.1 Nonturnover conditions – identifying possible EET sites:
Figure 7 shows typical CVs for nonturnover conditions, i.e. in the absence of substrate. Figure 7A shows the CV of a biofilm for high scan rates (here 50 mV/sec) where only one peak pair and thus one formal potential Ef can be identified. In general the formal potential of a redox couple can be calculated from the peak potential of the oxidation peak EpA and the reduction peak of the respective species EpC by forming the arithmetic mean (see also Figure 7C):

(Equation 4)
When applying a low enough scan rate to the identical biofilm (here 1 mV/sec) up to four redox pairs can be identified (the respective formal potentials are indicated in Figure 7B). The reason is that the capacitive background current is decreased when using lower scan rates, see also Box 1 and e.g.17,21 for details. However, the nonturnover CV only shows all redox-active compounds at the electrode and thus the Ef of the possible EET sites. Only the analysis of the turnover CV provides the Ef of the actual EET transfer sites (see step 2.2.).
When further analyzing the nonturnover CVs different other characteristic parameters like peak separation ΔEp (Equation 5) or maximum peak current ipA and minimum peak current ipC can be analyzed (see Figure 7C).

(Equation 5)
These parameters, especially when recorded for different scan rates, can be used for mechanistic and kinetic analysis of electron transfer processes at electrodes. However, this kinetic analysis that is well established for chemical systems is not straightforward for electroactive microbial biofilms, see e.g.19,30
- Turnover conditions – identifying actual EET sites:
When performing CV measurement in the presence of substrate a turnover CV is obtained (see Figure 8A). After plotting the data you can see the typical s-shaped, so-called bioelectrocatalytic, curve17-19. When further analyzing the data, the maximum of the first derivative, i.e. the inflection point of the CV-curve, provides the formal potential Ef of the actual EET site(s) (see Figure 8B). In the case of a young, i.e. thin, Geobacteraceae-dominated biofilm, here 168 h after starting CA, two inflection points can be observed. Subsequently the derivative shows two maxima corresponding to the formal potential of the bioelectrocatalytic active EET sites: -0.376 V and -0.295 V vs. Ag/AgCl (sat. KCl, 0.197 V vs. SHE). In Figure 7B these sites are denominated as Ef,2 and Ef,3, respectively. This finding also shows that the redox processes associated with the formal potentials Ef,1 and Ef,4 (in the nonturnover CV) are not related to bioelectrocatalysis. As the biofilm grows and gets thicker the CV shows only one inflection point, i.e. meaning one maximum in the derivative curve. This formal potential Ef, here being is -0.32 V vs. Ag/AgCl (sat KCl), is (roughly) equal to the arithmetic mean of the two formal potentials assigned to EET of the thin biofilm (e.g. here Ef,2 and Ef,3) – see Figure 9. This shows that this very fundamental CV analysis does provide insights into the EET thermodynamics in a fast and noninvasive way, but noteworthy does not allow drawing further mechanistic or kinetic conclusions.
Notably biofilms gained by the specific conditions in this protocol are highly dominated by Geobacter species (not demonstrated here)12,15. Changing selected parameters e.g. substrate, temperature, etc. will also influence the microbial composition and thus the electrochemical properties.
Table 1. Growth medium according to Kim et al.32
| Component | (mg/L) / (ml/L) |
| NaH2PO4•H2O | 2,690.00 |
| Na2HPO4 | 4,330.00 |
| NH4Cl | 310.00 |
| KCl | 130.00 |
| sodium acetate | 820.00 |
| metal solution | 12.50 |
| vitamin solution | 12.50 |
| Table 2. Components of the metal and vitamin solution33. | |
| Trace element solution: | Vitamin solution: |
| Component | mg/L | Component | mg/L |
| Nitriloacetic acid | 1,500.0 | Biotin | 2.0 |
| MgSO4•7H2O | 3,000.0 | Folic acid | 2.0 |
| MnSO4•2H2O | 500.0 | Pyridoxine hydrochloride | 10.0 |
| NaCl | 1,000.0 | Thiamine hydrochloride | 5.0 |
| FeSO4•7H2O | 100.0 | Riboflavin | 5.0 |
| CoSO4 or CoCl2 | 100.0 | Nicotinic acid | 5.0 |
| CaCl2•2H2O | 100.0 | DL-Calcium pantothonate | 5.0 |
| ZnSO4 | 130.0 | Vitamin B12 | 0.1 |
| CuSO4•H2O | 10.0 | p-Aminobenzoic acid | 5.0 |
| AlK(SO4)2 | 10.0 | Lipoic acid | 5.0 |
| H3BO3 | 10.0 | | |
| Na2MoO4•2H2O | 10.0 | | |
| Note: Dissolve nitriloacetic acid with KOH to pH 6.5, and then proceed to add minerals. |



Figure 1. Scheme of possible microbial extracellular electron transfer mechanisms. Click here to view larger image.

Figure 2. Sampling at the waste water treatment plant after the grid collector (waste water treatment plant Germany). Click here to view larger image.

Figure 3. Three electrode setup. (A) Scheme, (B) real reactor; CE = counter electrode, RE = reference electrode, WE = working electrode with electroactive microbial biofilm, SP = sampling port. Click here to view larger image.

Figure 4. Plot of a chronoamperometric fed-batch waste water inoculum based biofilm growth. The oxidative current reaches a steady-state after three cycles of medium change. Indicated are the lag-phase and the points of time of medium change and conduction of turnover cyclic voltammetry (CV) and nonturnover CV for steady-state biofilm conditions (raw data from Liu14). Click here to view larger image.

Figure 5. Principle potential-time course during one cycle of cyclic voltammetry. CV is starting at the initial potential Ei. The applied voltage is then changed linearly with time with a scan rate of v. At a chosen vertex potential E1 the voltage returns to an end potential E2, here E2 = Ei. Click here to view larger image.

Figure 6. Typical chronoamperogram of one growth cycle of a waste water derived biofilm; herein the maximum current density jmax, the flown (practical) electric charge Qp, the sampling of the initial substrate concentration c0 and the substrate concentration after one growth cycle c1 are indicated. Click here to view larger image.

Figure 7. Nonturnover cyclic voltammograms of a G. sulfurreducens biofilm. Scan rate: (A) 50 mV/sec, (B) 1 mV/sec 23; (C) cutout of B, demonstrating the peak current density (jpA) and the respective peak potential (EpA) of the anode at the maxima. Correspondingly at the minima the peak current density (jpC) and the respective peak potential (EpC) of the cathode are shown. The formal potential Ef and the peak separation ΔEp result from Equation 4 and Equation 5, respectively (for details see text below). Click here to view larger image.

Figure 8. (A) Turnover cyclic voltammogram of a metabolizing G. sulfurreducens biofilm. The scan rate was 5 mV/sec. (B) First derivatives of the voltammetric curve23. Indicated are the formal potentials of the actual EET sites: Ef,2 and Ef,3. Click here to view larger image.

Figure 9. (A) Turnover cyclic voltammogram and (B) first derivatives of a thicker metabolizing G. sulfurreducens biofilm. The scan rate was 5 mV/sec (compare Figure 8). Click here to view larger image.