Discrete Threshold and Repetitive Responses in the Squid Axon Under 'Voltage-Clamp'

Total Page:16

File Type:pdf, Size:1020Kb

Discrete Threshold and Repetitive Responses in the Squid Axon Under 'Voltage-Clamp' Discrete Threshold and Repetitive Responses in the Squid Axon Under ‘Voltage-Clamp” I. TASAKI AND A. F. BAK From the Laboratory of Neurophysiology, National Institute of Neurological Diseases and Blindness, National Institutes of Wealth, Bethesda, Maryland ABSTRACT TASAKI, I. AND A. F. BAK. Discrete threshold and repetitive responses in the squid axon under ‘voltage-claw@ Am. J. Physiol. 193(z): 301-308. 1958.- By using the so-called voltage-clamp technique, records were obtained indicating the presence of undulatory or oscillatory membrane current under fixed potential difference between the internal and external elec- trodes. This oscillatory membrane current was observed only when rectangu- lar membrane depolarization was in the range between 15 and about 35 mv. The amplitude of the oscillatory membrane current was of the order of I ma/cm2. The oscillatory membrane current disappeared suddenly when the depolarizing clamping pulse was reduced below the ‘threshold.’ Various sources of artefact were examined, INTRODUCTION INCE Hodgkin, Huxley and Katz (I) membrane of the toad nerve fiber under volt- published the results of their voltage- age-clamp (3). Encouraged by the similarity Sclamp experiments, it has been widely between the toad nodal membrane and the accepted that, under the voltage-clamp condi- squid axon membrane under TEA, we ex- tions, the membrane current takes smooth, panded our observation on this discontinuous well-defined time courses,showing no sign of phenomenon to normal squid axons with an discontinuous threshold phenomena. During improved experimental setup. We found that the courseof a seriesof experiments designedto this phenomenoncould be demonstrated in the study the properties of the squid axon mem- majority of the fresh squid axons available at brane treated with tetraethylammonium Woods Hole. chloride (TEA), one of us (I. T.) working in The phenomenon in question can be stated collaboration with S. Hagiwara, encountered a as follows: when the ‘membrane potential’ of strange phenomenon which appeared to the squid giant axon is raised above its resting conflict with the widely accepted view as to level by 15-25 mv and is kept at this level for a the behavior of the axon under voltage-clamp. period of about IO msec. or longer, the mem- The phenomenon observed could be taken as brane current required to maintain the new signs of the existence of a discrete threshold potential level undergoes rapid undulating or and of repetitive firing of responsesunder the ‘oscillatory’ changes which resemble the so-calledvoltage-clamp conditions. Since such phenomenon of repetitive firing of impulses a phenomenon was entirely unexpected and under ordinary experimental conditions. When appeared to be inconsistent with the basic the size of the clamping rectangular pulse is concept of voltage-clamping, no explicit reduced by small steps, this phenomenon dis- statements were made of the phenomenon in appears suddenly at a certain intensity level, our previouspublications on the squid axon (2). indicating the existence of a ‘threshold.’ When Recently, we could demonstrate the the level of depolarization by the clamping existence of a similar phenomenonin the nodal pulse is about 40 mv or higher, the time course of the membrane current observed always Received for .publication November 7, 1957. resembles that published by the British in- 1 The work presented in this article was carried out at the Marine Biological Laboratory, Woods Hole, vestigators (I). Mass. In pursuing this phenomenon,we were fully 302 I. TASAKI AND A. F. BAK used most frequently. The arrangement of diagram B is similar to that used by the n British investigators (I) and was used mainly in the early stage of the present investigation. The arrangement of diagram C is a combina- tion of the two, A and B. In the arrangement of diagram A, the internal electrode-set consisted of three silver wires of about 50~ in diameter. The potential- electrode, E,, had an exposed surface of 3-6 km mm in the middle of the current-electrodes. /////,II’// ///,II/// I/ EP ///~~pwqw~//, E p The main current-electrode, Em, had a 6 mm ’ f E; p fE; (sometimes 3 or 8 mm) long uninsulated FIG. I. Diagram A: experimental setup used for the surface, and the lateral current-electrode, El, experiments of figs. 2,3 and4. The drawings of the axon had two bare portions of 4 (sometimes3 or 8) and the internal electrodes are disproportionately short mm length adjacent to the bare portion of the and thick. The rectangular voltage pulse at the input of the high-gain differential amplifier, AZ, is used to main current-electrode. These internal silver clamp the membrane potential; the other rectangular wire electrodes were used both with and with- pulse is used to obtain records of ordinary action poten- out chloriding the surface electrolytically. The tials. Further details are in the text. Diagram B: ar- external potential-electrode, Ei, was a large rangement used for the experiment of fig. 7. Partitions, silver wire covered by a layer of gauze and P, are made with glass-plates (I mm thick) and with a small amount of Vaseline. Diagram C: arrangement agar gel. The ground electrode, which was used for the experiment of fig. 5. Partitions (made with similarly covered with gauze and agar gel, had Lucite plate and Vaseline) are watertight. a resistanceof about IO ohms to current pulses used in the present experiments. The sig- aware of the possibility that there might have nificance and the effect of the lateral current- been somekind of artefact in our experiments. electrode will be discussedunder RESULTS. We made therefore a number of control experi- The time course of the potential difference ments designedto explore such a possibility. between the two potential electrodes, E, and We try in the present paper to present the Ei, was recorded with a unity-gain differential results of these experiments as objectively as preamplifier, A 1 in figure I, diagram A (cf. possible. fig. 2 in ref. 2) ; the recording was as a rule A preliminary report of this work has been d.c.-coupled. The membrane current, 1%, was published elsewhere(4). determined by recording the IR-drop across METHODS resistance Ye which was generally between 2 and IO ohms. The high-gain differential The material, the experimental setup and the amplifier for negative feed-back, AZ in diagram procedures employed in the present experi- A, was a Tektronix amplifier of type I 12 (in- ments were similar to those described in a stead of type I 2 2 in the previous experiments), previous paper (2). Giant axons, taken from modified to give an output impedance of the squid available at Woods Hole, were used, about 250 ohms. This was achieved by adding in many caseswithout extensive cleaning of paired cathode-follower stages (two 6CL6 the surrounding tissues. In some cases, they tubes) at the output of the commercially were used after extensive cleaning under dark- available amplifier. The over-all voltage field illumination. The axon was mounted amplification, a, by this amplifier was ap- horizontally on a glass-plate of about 42 mm width, and a set of internal electrodes, con- proximately 2,300. The resistance connected sisting of two or three twisted silver wires was between the output of this amplifier and the inserted along the axis of the axon. current-electrodes, r in the diagram, was varied The arrangements of the internal and between 500 and 25,000 ohms. The smallest external electrodes employed in the present value of r/n (cf. p. 864 in ref. 2) available was experiments are illustrated by three diagrams therefore about 0.3 ohm. in-figure I. The arrangement of diagram A was As in the previous experiments (2), negative DISCRETE THRESHOLD AND REPETITIVE RESPONSES IN SQUID AXON 303 feed-back was accomplished by condenser- coupling. This did not give any limitation to our observation, since the duration of rec- tangular clamping pulses was in most cases shorter than 20 msec. and furthermore the time courseof the membrane potential, V, was always monitored by the second beam of a dual-beam oscillograph (DuMont type 322). Precautions were taken to eliminate all the causesfor a shift in the membrane potential resulting from closureof the manually operated key between the feed-back amplifier and the FIG. a. Records of membrane current associated with internal current-electrodes. The feed-back rectangular depolarization of a normal axon taken with circuit was closed immediately before the start the arrangement of fig. IA. Dotted lines in records A to E show the potential difference between the internal of a sweepof the oscillograph beams and was and external potential-electrodes controlled by the opened immediately after a photograph of the method of voltage-clamp. Record F was taken by potential and current traces was taken. A passing a short pulse of outward current through the period of at least IO seconds(often 30 sec. or membrane and later keeping the membrane current at more) was allowed before another clamping practically zero. Blanking, 0.1 msec. interval. The effec- tive length of the main current-electrode (Em), was 6 pulse was delivered. Most of the axons ex- mm, that of the lateral current-electrode 3 mm each amined showedno sign of progressivedeteriora- and the axon diameter 4oo p. Temperature, 22°C. tion during the course of experiments which sometimeslasted more than 3 hours. inward surge which has slow rising and falling Most of the experiments described in this phases. However, we rarely obtained oscillo- paper were carried out at room temperature graph records similar to those reported by the which was between 20 and 23°C. British investigators. Two most common RESULTS examples of our records are reproduced in Membrane Currents Caused by Clamping figure 2 and figure 3, illustrating the difference Pulses Near Threshold.
Recommended publications
  • An Improved Voltage Clamp Circuit Suitable for Accurate Measurement of the Conduction Loss of Power Electronic Devices
    sensors Article An Improved Voltage Clamp Circuit Suitable for Accurate Measurement of the Conduction Loss of Power Electronic Devices Qiuping Yu, Zhibin Zhao *, Peng Sun, Bin Zhao and Yumeng Cai State Key Laboratory of Alternate Electrical Power System with Renewable Energy Sources, North China Electric Power University, Beijing 102206, China; [email protected] (Q.Y.); [email protected] (P.S.); [email protected] (B.Z.); [email protected] (Y.C.) * Correspondence: [email protected] Abstract: Power electronic devices are essential components of high-capacity industrial converters. Accurate assessment of their power loss, including switching loss and conduction loss, is essential to improving electrothermal stability. To accurately calculate the conduction loss, a drain–source voltage clamp circuit is required to measure the on-state voltage. In this paper, the conventional drain–source voltage clamp circuit based on a transistor is comprehensively investigated by theoretical analysis, simulations, and experiments. It is demonstrated that the anti-parallel diodes and the gate-shunt capacitance of the conventional drain–source voltage clamp circuit have adverse impacts on the accuracy and security of the conduction loss measurement. Based on the above analysis, an improved drain–source voltage clamp circuit, derived from the conventional drain–source voltage clamp circuit, is proposed to solve the above problems. The operational advantages, physical structure, and design guidelines of the improved circuit are fully presented. In addition, to evaluate the influence of component parameters on circuit performance, this article comprehensively extracts three electrical Citation: Yu, Q.; Zhao, Z.; Sun, P.; quantities as judgment indicators. Based on the working mechanism of the improved circuit and Zhao, B.; Cai, Y.
    [Show full text]
  • Lecture 1: an Introduction to Plasticity and Cellular Electrophysiology
    Lecture 1: An Introduction To Plasticity and Cellular Electrophysiology MCP 2003 Charge separation across a ATPase + semipermeable Ca++ 3Na ATPase membrane is the 2K+ (mM) basis of excitability. K+ = 140 + Na = 7 ++ + Ca Cl- = 7 3Na (mM) Ca++ = 1 x 10-4 co-transporter K+ =3 Na+ = 140 membrane pores Cl- = 140 with variable Ca++ = 1.5 permeability - + R - + m Cm gK+ gCl- gNa++ Convention: Current direction is defined by the direction of increasing positive charge. Na++ flux into a cell is an inward current. K+ flux out of a cell is an outward current. Cl- flux into a cell is an outward current. A depolarizing current is a net influx of + ions or a net efflux of negative ions. A hyperpolarizing current is a net efflux of + ions or a net influx of negative ions. I Outward rectification: when a membrane allows outward current (net + charge out) V to flow more easily than and inward current. Outward rectification I Inward rectification: when a membrane allows inward current to flow more easily V than an outward current. Inward rectification Methods of Measuring Function In Excitable Membranes Field potentials: measure current sources _ low pass filter and sinks from populations of neurons + across the electrode resistance. _ 0 Brain mV-V - t (sec) + Microelectrode extracellular recording: measures action potentials from a small _ number of neurons. 0 mV pulse amplitude window - Intracellular recording: can measure voltage, t (msec) band pass filter 1KHz-10KHz +40 0 Voltage clamp recording: resting membrane Can pass current to compensate -60 potential for voltage change. In this way voltage is held ~ constant and current applied to _ compensate is a measure of the current flowing.
    [Show full text]
  • Recording Techniques
    Electrophysiological Recording Techniques Wen-Jun Gao, PH.D. Drexel University College of Medicine Goal of Physiological Recording To detect the communication signals between neurons in real time (μs to hours) • Current clamp – measure membrane potential, PSPs, action potentials, resting membrane potential • Voltage clamp – measure membrane current, PSCs, voltage-ligand activated conductances 1 Current is conserved at a branch point A Typical Electrical Circuit Example of an electrical circuit with various parts. Current always flows in a complete circuit. 2 Resistors and Conductors Summation of Conductance: Conductances in parallel summate together, whether they are resistors or channels. Ohm's Law For electrophysiology, perhaps the most important law of electricity is Ohm's law. The potential difference between two points linked by a current path with a conductance G and a current I is: 3 Representative Voltmeter with Infinite Resistance Instruments used to measure potentials must have a very high input resistance Rin. Capacitors and Their Electrical Fields A charge Q is stored in a capacitor of value C held at a potential DeltaV. Q = C* delta V capacitance 4 Capacitors in Parallel Add Their Values Currents Through Capacitors Membrane Behavior Compared with an Electrical Current A A membrane behaves electrically like a capacitance in parallel with a resistance. B Now, if we apply a pulse of current to the circuit, the current first charges up the Response of an RC parallel capacitance, then changes circuit to a step of current the voltage 5 The voltage V(t) approaches steady state along an exponential time course: The steady-state value Vinf (also called the infinite-time or equilibrium value) does not depend on the capacitance; it is simply determined by the current I and the membrane resistance R: This is just Ohm's law, of course; but when the membrane capacitance is in the circuit, the voltage is not reached immediately.
    [Show full text]
  • The Current-/Voltage-Clamp
    SimNeuron Tutorial 1 SimNeuron Current-and Voltage-Clamp Experiments in Virtual Laboratories Tutorial Contents: 1. Lab Design 2. Basic CURRENT-CLAMP Experiments 2.1 Action Potential, Conductances and Currents. 2.2 Passive Responses and Local Potentials 2.3 The Effects of Stimulus Amplitude and Duration. 2.4 Induction of Action Potential Sequences 2.5 How to get a New Neuron? 3. Basic VOLTAGE-CLAMP Experiments 3.1 Capacitive and Voltage-dependent Currents 3.2 RC-Compensation 3.3 Inward and outward currents. 3.4 Changed command potentials. 3.5 I-V-Curves and “Reversal Potential” 3.6 Reversal Potentials 3.7 Tail Currents 4. The Neuron Editor 5. Pre-Settings 2 SimNeuron Tutorial 1. Lab Design We have kept the screen design as simple as possible for easy accessible voltage- and current-clamp experiments, not so much focusing on technical details of experimentation but on a thorough understanding of neuronal excitability in comparison of current-clamp and voltage-clamp recordings. The Current-Clamp lab and Voltage-Clamp lab are organized in the same way. On the left hand side, there is a selection box of the already available neurons with several control buttons for your recordings, including a schematic drawing the experimental set-up. The main part of the screen (on the right) is reserved for the diagrams where stimuli can be set and recordings will be displayed. Initially, you will be in the Current-Clamp mode where you will only see a current-pulse (in red) in the lower diagram while the upper diagram should be empty. Entering the Voltage-Clamp mode you will find a voltage-pulse in the upper diagram (in blue) with an empty lower diagram.
    [Show full text]
  • Voltage and Current Clamp Transients with Membrane Dielectric Loss
    VOLTAGE AND CURRENT CLAMP TRANSIENTS WITH MEMBRANE DIELECTRIC LOSS R. FITZHUGH and K. S. COLE From the Laboratory of Biophysics, National Institute ofNeurological Diseases and Stroke, National Institutes of Health, Bethesda, Maryland 20014 ABsrRAcr Transient responses of a space-clamped squid axon membrane to step changes of voltage or current are often approximated by exponential functions of time, corresponding to a series resistance and a membrane capacity of 1.0 M&F/cm2. Curtis and Cole (1938, J. Gen. Physiol. 21:757) found, however, that the membrane had a constant phase angle impedance z = zi(jwcr), with a mean a = 0.85. (a = 1.0 for an ideal capacitor; a < 1.0 may represent dielectric loss.) This result is supported by more recently published experimental data. For comparison with experiments, we have computed functions expressing voltage and current transients with constant phase angle capacitance, a parallel leakage conductance, and a series resistance, at nine values of a from 0.5 to 1.0. A series in powers of ta provided a good approxima- tion for short times; one in powers of tr, for long times; for intermediate times, a rational approximation matching both series for a finite number of terms was used. These computations may help in determining experimental series resistances and parallel leakage conductances from membrane voltage or current clamp data. INTRODUCTION The sequence of events after the application of a step change of potential across a membrane in a voltage clamp is described as: (a) a capacitive transient of current as the change of potential is being established across the capacity of the membrane, followed by (b) the linear instantaneous leakage and other currents produced by ap- preciable ionic conductances, after which (c) the current changes according to the changes of the ionic conductances.
    [Show full text]
  • Voltage-Clamp Analysis of Sodium Channels in Wild-Type and Mutant Drosophila Neurons
    The Journal of Neuroscience, October 1988, &IO): 3633-3643 Voltage-Clamp Analysis of Sodium Channels in Wild-type and Mutant Drosophila Neurons Diane K. O’Dowd and Richard W. Aldrich Department of Neurobiology, Stanford University School of Medicine, Stanford, California 94305 In this study we describe a preparation in which we examined of neuronal sodium channels.However, direct physiological ex- directly, using tight-seal whole-cell recording, sodium cur- amination of sodium currents in adult and larval Drosophila rents from embryonic Drosophila neurons maintained in cul- neurons has proven difficult due to the small size and relative ture. Sodium currents were expressed in approximately 65% inaccessibility of the neurons. With the goal of identifying re- of the neurons prepared from wild-type Drosophila embryos gions of the Drosophila genome important in the functional when examined at room temperature, 24 hr after plating. expressionof neuronal sodium channels, including both genes While current density was low, other features of the sodium coding for structural components of the channels and those current in wild-type neurons, including the voltage sensitiv- involved in their regulation, we have utilized a preparation in ity, steady-state inactivation, macroscopic time course, and which we could biophysically examine isolated neuronal sodium TTX sensitivity were similar to those found in other excitable currents (Seecof, 1979; Byerly, 1985). In this article we describe cells. Physiological and biochemical evidence has led to the conditions in which voltage-clamped sodium currents can be suggestion that mutations in the nap, seizure, and tip-E loci studied in cultured Drosophila neurons from both wild-type and of Drosophila may affect voltage-dependent sodium chan- mutant embryos.
    [Show full text]
  • SN74TVC3306 Dual Voltage Clamp Datasheet
    Product Sample & Technical Tools & Support & Folder Buy Documents Software Community SN74TVC3306 SCDS112D –MARCH 2001–REVISED DECEMBER 2014 SN74TVC3306 Dual Voltage Clamp 1 Features 3 Description The SN74TVC3306 device provides three parallel 1• Designed to Be Used in Voltage-Limiting Applications NMOS pass transistors with a common unbuffered gate. The low on-state resistance of the switch allows • 3.5-Ω On-State Connection Between connections to be made with minimal propagation Ports A and B delay. • Flow-Through Pinout for Ease of Printed Circuit The device can be used as a dual switch, with the Board Trace Routing gates cascaded together to a reference transistor. • Direct Interface With GTL+ Levels The low-voltage side of each pass transistor is limited • Latch-Up Performance Exceeds 100 mA Per to a voltage set by the reference transistor. This is JESD 78, Class II done to protect components with inputs that are sensitive to high-state voltage-level overshoots. • ESD Protection Exceeds JESD 22 – 2000-V Human-Body Model Device Information(1) – 200-V Machine Model PART NUMBER PACKAGE BODY SIZE (NOM) – 1000-V Charged-Device Model SM8 (8) 3.00 mm x 2.80 mm SN74TVC3306 US8 (8) 2.30 mm x 2.00 mm 2 Applications (1) For all available packages, see the orderable addendum at • Voltage Level Translation the end of the data sheet. • Signal Switching • Bus Isolation 4 Simplified Schematic GATE B1 B2 B3 8 7 6 5 1 2 3 4 GND A1 A2 A3 The SN74TVC3306 device has bidirectional capability across many voltage levels. The voltage levels documented in this data sheet are examples.
    [Show full text]
  • Voltage Clamp and Patch-Clamp Techniques
    Voltage clamp and patch-clamp techniques Dr. Nilofar Khan Objectives Historical background Voltage Clamp Theory Variations of voltage clamp Patch-clamp Principal Patch-clamp configurations Applications Limitations 1. Introduction Cells mostly differ in their anatomical, electrophysiological, and gene expression properties, signifying unique functional roles for any given cell type. Much of what we know about the properties of ion channels in membranes of the cell has come from experiments using voltage clamp. In general, the method allows ion flow across a cell membrane to be measured as electric current, whilst the membrane voltage is held under experimental control with a feedback amplifier. The method was first developed by Cole (1949) and Hodgkin and Huxley (1952) for use with the squid giant axon. Since then, many variants of the technique have developed and voltage clamp analysis has been extended to a wide range of tissues. The effectiveness of the voltage clamp stems firstly from the fact that it allows the separation of membrane ionic and capacitative currents. Secondly, it is much easier to gain information about channel behaviour using currents measured from an area of membrane with a uniform, controlled voltage, than when the voltage is changing freely with time and between different regions of membrane. This is particularly so as the opening and closing (gating) of most ion channels is affected by the cell membrane potential. 2. Historical background In the eighteenth century Luigi Galvani’s pioneering work and work by Bois-Reymond E, Müller J P and Helmholtz H in the nineteenth century, the excitability of membranes and cells has always been of major interest for research on the nervous system.
    [Show full text]
  • Noise in Electrophysiological Measurements
    Chapter 12 NOISE IN ELECTROPHYSIOLOGICAL MEASUREMENTS In the most general sense, noise can be defined as any disturbance that interferes with the measurement of the desired signal. In electrophysiological measurements, such disturbances can arise from the preparation itself, the electrodes that couple the preparation to the measurement instrument, the electronic instrumentation (e.g., voltage-clamp amplifier, patch-clamp amplifier), interference from external sources (e.g., electrostatic and electromagnetic coupling between the circuitry and 50 or 60 Hz power lines, fluorescent lights, video monitors, and noise associated with mechanical vibrations), and, if the data is digitized (as is usually the case), from the digitization process itself (e.g., quantizing noise, aliasing). We will begin by discussing the basic noise mechanisms that arise from the physics of the materials and devices that comprise the electrical system. Interference from external sources and noise associated with digitization will be considered later. The main fundamental types of noise are: thermal noise, shot noise, dielectric noise, and "excess" noise (e.g., 1/f noise). These types of noise form the basis for a discussion of amplifier noise and electrode noise. All the fundamental types of noise are completely random in nature. Their average properties can be measured, but their actual values at any particular instant in time cannot be predicted. The most convenient measure of the amplitude of noise is its root-mean-square (rms) value. Many noise processes have a Gaussian distribution of instantaneous amplitudes versus time. The area under the Gaussian distribution represents the probability that a noise event of a particular amplitude will occur (the total area is unity).
    [Show full text]
  • Voltage-Clamp and Patch-Clamp Techniques Hans Reiner Polder, Martin Weskamp, Klaus Linz, Rainer Meyer
    3.4 272 Voltage-Clamp and Patch-Clamp Techniques Hans Reiner Polder, Martin Weskamp, Klaus Linz, Rainer Meyer Introduction History of Membrane Potential and Current Recordings in Cardiac Tissue This chapter describes various methods of analysis of the electrical behaviour of ex- citable cells using microelectrodes. Since their introduction in the 1920’s, microelec- trodes have become the “workhorses” of electrophysiology, and a comprehensive number of publications exist about this topic. Here, we give a consolidated overview of the most important methods of investigation at single cell level, however, high throughput methods and automated recording procedures are not discussed. There is a reference list (Further Reading) at the end of this chapter, detailing some of the most important books published in recent decades. Since the nineteenth century, it has been well known that excitable cells are able to produce electrical signals. However, until the invention of the first glass microelec- trodes, by Ling and Gerard in 1949, the origin of these electrical signals could not be proven. For the first time, these glass micropipettes allowed the detection of the mem- brane potential of a cell, as their tips were small enough to penetrate the cell mem- brane without destroying the cells, and their high electrical resistance avoided shunting the membrane potential (see chapter Principles of Electrodes). These micro- electrodes were connected to the high resistance input of a voltage amplifier. The monitoring of the membrane potential, delivered the base of our actual understand- ing of electrical events inside the heart. In 1951, the first experiments on mammalian heart muscle tissue using these elec- trodes were published (Draper and Weidmann 1951).
    [Show full text]
  • A Strongly Inwardly Rectifying K+ Channel That Is Sensitive to ATP
    The Journal of Neuroscience, January 1, 1996, 16(1):1-g A Strongly Inwardly Rectifying K+ Channel that Is Sensitive to ATP Anthony Collins,1 Michael S. German,* Yuh Nung Jan,’ Lily Y. Jan,’ and Biao Zhao’ ‘Howard Hughes Medical Institute, Departments of Physiology and Biochemistry, and *Hormone Research Institute, University of California, San Francisco, California 94 143-0724 We have cloned an inwardly rectifying Kt channel from the is antagonized by ADP, again in the physiological range, imply- hamster insulinoma cDNA library and shown that it is inhibited ing that this channel is sensitive to the index of metabolic state, by cytoplasmic ATP. The channel is 90-97% identical to the i.e., the intracellular [ATP]/[ADP] ratio. This channel is different IRK3 channels cloned from other species, and its mRNA is from previously known ATP-sensitive Kt channels, although it found primarily in the brain. When expressed in Xenopus oo- may also be stimulated by MgATP, as are other ATP-sensitive cytes, the channel displays strong inward rectification typical of K+ channels. The potential physiological significance of these inward rectifiers. The channel is inhibited reversibly by physio- ATP-dependent regulations will be discussed. logical concentrations of ATP via a mechanism that does not appear to involve ATP hydrolysis, as shown by studies of Key words: potassium channel; inward rectifier; ATP; ADP; channels in excised inside-out membrane patches. This effect Xenopus oocyte; molecular cloning: hamster insulinoma Regulation of channel activities by ATP allows the excitability of strong inward rectifiers has been reported to be inhibited by ATP a cell to vary with the metabolic state of the cell.
    [Show full text]
  • The Potentiostat and the Voltage Clamp by Jackson E
    The Potentiostat and the Voltage Clamp by Jackson E. Harrar n the history of science and technology, and biophysics. In electrochemistry, and this signal is transmitted to the negative there have been many instances when potentiostats are used for fundamental studies input of the differential amplifier, where it is Itwo or more persons have independently of electrode processes, analytical chemistry, compared to the desired control voltage (E) created an invention or concept at almost battery research, the synthesis of chemicals, at the positive input. The amplifier is a DC- the same time, but for various reasons, and corrosion research. Variations of the coupled, differential input amplifier. It has a one inventor takes precedence or credit. voltage clamp are employed in research high open-loop gain (>105), fast response, Examples are the telephone, the integrated on the properties of living biological cells. and its inputs have high input impedances circuit, calculus in mathematics, and the Adaptations of these instruments have also so very little current (nanoamperes) flows in theory of evolution. Once the invention or been made to control the electric current this part of the circuit. The amplifier, by the concept is introduced, further development rather than voltage. During most of this time, action of negative feedback, continuously soon proceeds along a single path. A rare however, research in these disparate fields of adjusts its output voltage and current to instance is an innovation that was developed electrochemistry and electrophysiology, and keep the potential measured by the reference by two different scientists in two different their investigators, has remained virtually electrode equal to the control voltage.
    [Show full text]