a fair comparison between electronic and ionic thermoelectric devices.The electronic Seebeck coefficient α e of a material is defined as the ratio between the open circuit potential V oc and the temperature difference ΔT (compensated for the Seebeck coefficient of the metal contacts). If electrons and holes thermodiffuse toward the colder side at identical rate no thermovoltage is generated. Hence, a nonnegligible Seebeck coefficient is obtained for materials with different conductivities for electrons and holes. This is illustrated for a material displaying majority hole (h + ) conduction in Figure 1a,b. The electronic Seebeck effect provides the basic principle of operation for thermoelectric generators (TEGs), which can provide a continuous output current and power ( Figure 1c). The efficiency of the heat-to-electricity conversion is directly related to ZT e 1+ , where ZT e is the dimensionless thermoelectric figure of merit, as introduced by A. F. Ioffe already in 1949. [4] ZT T e e e ( / 2 σ α λ = ) is defined by three fundamental properties of the thermoelectric material: the electrical conductivity σ e , the Seebeck coefficient α e , and the thermal conductivity λ. Today, there is an intense strive to optimize the interplay between those three properties and to maximize ZT e . [1] While the major effort is to achieve TEGs based on inorganic materials (ZT e = 1.2 at 300 K for Bi 2 Te 3 alloys), [5] recent studies also include oxides, carbon-based compounds, [6,7] and electronically conducting organic polymers entirely based on atomic elements of high natural abundance (ZT e = 0.2-0.4 at 300 K for poly(3, 4-ethylenedioxythiophene) (PEDOT)). [8][9][10] This opens up for mass production of thermoelectric modules using high-volume printing and extrusion technologies. [8] We now move from electronic to ionic electronic thermoelectric materials. Figure 1d shows an example of an ionic conductor (that is not electrochemically active, thus excluding any contribution from thermogalvanic effects) [11] that favors the transport of cations over anions when exposed to a thermal gradient. The Soret effect induces ionic concentration differences that generate a thermovoltage. The ionic Seebeck voltage α i of the ionic conductor is measured as the open circuit voltage V oc established between the two metal electrodes exposed to different temperatures (assuming a negligible Seebeck coefficient of the metal contacts). [12] The ionic thermoelectric effect occurs Thermoelectric materials enable conversion of heat to electrical energy. The performance of electronic thermoelectric materials is typically evaluated using a figure of merit ZT = σα2T/λ, where σ is the conductivity, α is the so-called Seebeck coefficient, and λ is the thermal conductivity. However, it has been unclear how to best evaluate the performance of ionic thermoelectric materials, like ionic solids and electrolytes. These systems cannot be directly used in a traditional thermoelectric generator, because they are based on ions that cannot pass the interface bet...