4.4 Article

Analytical Modeling of Surface Potential and Figure of Merit Computation for Planar Junctionless pH Sensing BioFET

期刊

IEEE TRANSACTIONS ON NANOTECHNOLOGY
卷 20, 期 -, 页码 534-542

出版社

IEEE-INST ELECTRICAL ELECTRONICS ENGINEERS INC
DOI: 10.1109/TNANO.2021.3089717

关键词

Analytical model; biosensor; junctionless transistor (JLT); linearity; pH-sensor; sensitivity; surface potential

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An analytical model based on surface potential for planar junctionless field effect transistor (JL-FET) for pH sensing is proposed in this paper. The model considers the effect of electrolyte concentration on threshold voltage and drain current, and various figure of merits were computed and analyzed, showing good coherence with TCAD simulation results.
Herein this paper we propose a surface potential based analyticalmodel for planar junctionless field effect transistor (JL-FET) for pH sensing. The electrolyte considered is phosphate buffer saline (PBS) solution which has been modeled as three layered stacked structure consisting of stern layer, ion-permeable membrane and bulk electrolyte. The proposed model has been deduced considering Poisson's equation in the channel region. Relative shift in threshold voltage (VTh) and maximum drain current (IDS, max) have been used as sensitivity metrics. The low concentrations of electrolyte (0.01), yielded higher VTh sensitivity of 63 mV/pHand 59 mV/pHfor bottom and liquid gate respectively as compared to higher molar concentrations of electrolyte. For 0.01 PBS the aggregate drain current shift has been found to be 52.8 mu A/pH and is larger for liquid gate operation while as for bottom gate, shift of 18.9 mu A/pH is observed. Further considering pH range of 1-14, we computed various figure of merits (FOMs) that include sensitivity, linearity and signal to noise ratio for the device. The FOMs were computed and analyzed for independent operation of liquid and bottom gate for three different molarities of PBS (1, 0.1, 0.01) each with pH range from 1 to 14. Signal to noise ratio of drain current is found maximum for low molar concentrations of electrolyte and also is highest at point of maximum transconductance. The results obtained from analytical model are in good coherence with the TCAD simulation model.

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