Key result
Mathematical modeling of patch clamp methods in small cells shows that accurate characterization of resting membrane potential requires a seal resistance at least 5 times the input resistance.
This mathematical model provides mechanistic insights into patch clamp recordings of small cells, highlighting that seal resistance must be ≥5x input resistance for accurate membrane potential measurement.
Seal resistance criteria should not alter patch clamp protocols yet; leaves open empirical validation in cardiovascular models.
The resting membrane potential, E(m), of mammalian cells is a fundamental physiological parameter. Even small changes in E(m) can modulate excitability, contractility and rates of cell migration. At present accurate, reproducible measurements of E(m) and determination of its ionic basis remain significant challenges when patch clamp methods are applied to small cells. In this study, a mathematical model has been developed which incorporates many of the main biophysical principles which govern recordings of the resting potential of 'small cells'. Such a prototypical cell (approx. capacitance, 6 pF; input resistance 5 GΩ) is representative of neonatal cardiac myocytes, and other cells in the cardiovascular system (endothelium, fibroblasts) and small cells in other tissues, e.g. bone (osteoclasts) articular joints (chondrocytes) and the pancreas (β cells). Two common experimental conditions have been examined: (1) when the background K(+) conductance is linear; and (2) when this K(+) conductance is highly nonlinear and shows pronounced inward rectification. In the case of a linear K(+) conductance, the presence of a "leakage" current through the seal resistance between the cell membrane and the patch pipette always depolarizes E(m). Our calculations confirm that accurate characterization of E(m) is possible when the seal resistance is at least 5 times larger than the input resistance of the targeted cell. Measurement of E(m) under conditions in which the main background current includes a markedly nonlinear K(+) conductance (due to inward rectification) yields complex and somewhat counter-intuitive findings. In fact, there are at least two possible stable values of resting membrane potential for a cell when the nonlinear, inwardly rectifying K(+) conductance interacts with the seal current. This type of bistable behavior has been reported in a variety of small mammalian cells, including those from the heart, endothelium, smooth muscle and bone. Our theoretical treatment of these two common experimental situations provides useful mechanistic insights, and suggests practical methods by which these significant limitations, and their impact, can be minimized.
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Wilson et al. (2011) studied Resting membrane potential measurement in small cells. Mathematical modeling of patch clamp methods was evaluated on Accuracy of resting membrane potential (Em) measurement. Mathematical modeling of patch clamp methods in small cells shows that accurate characterization of resting membrane potential requires a seal resistance at least 5 times the input resistance.
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