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Resistive pulse sensing

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From Molecupedia, the encyclopedia of very small things
Counting and sizing single particles by the transient change in current as each crosses a small aperture

Resistive pulse sensing is the measurement of single particles, cells or molecules suspended in an electrolyte by the brief change in electric current as each one passes through a small pore or channel. A particle in the aperture displaces conducting liquid, the resistance of the aperture rises, and the current dips for as long as the particle is inside. Each dip is one particle, the depth of the dip tracks its volume, the width of the dip is its transit time, and the number of dips a second tracks the concentration. The name is the nanopore literature's term for the Coulter principle; the title of the 1970 paper by DeBlois and Bean that took the method below a micrometer already speaks of "the resistive pulse technique". It covers the same measurement across five orders of magnitude in size, from the 100 µm apertures of a Coulter counter to the 1 nm channels that read single polymers.[1][2]

Some particles raise the current instead of lowering it, which is called a conductive pulse. DNA in a silicon nitride pore does so below about 0.4 M potassium chloride and lowers the current above it.[3]

Signal

For a particle much smaller than the aperture, the fractional change in resistance is proportional to the volume of the particle divided by the volume of the sensing zone. For a sphere of diameter d in an aperture of diameter D and effective length Leff, ΔR/R≈d3/(D2Leff).[4] The cube is the whole difficulty. Beckman Coulter gives the working range of one aperture as 2% to 60% of its diameter, a 30-fold range of sizes and a 27,000-fold range of volumes. At the lower limit, in an aperture with the proportions of the first commercial counter, a particle changes the resistance by about five parts per million.[a] Below that limit the pulse approaches the noise, so smaller particles need smaller apertures.[1] The sources and scaling of the noise are described in Nanopore noise.

In a nanopore the particle is a molecule and the geometry changes. The aperture can be shorter than the particle, and the access regions at its two mouths carry a large part of the total resistance, so the sensing zone reaches beyond the pore (Access resistance). The fractional signal is correspondingly large: double-stranded DNA 2.2 nm wide in a pore 5 nm wide blocks about 17% of the current once the access resistance is counted, and 19% from the areas alone (see Current blockade), against a few parts per million for the smallest particle a Coulter aperture can size.[5]

Two particles in the aperture at once give one pulse of the wrong size, a coincidence. Beckman Coulter treats losses of up to 10% as correctable by calculation, and the first remedy is dilution.[1]

Regimes

A logarithmic scale from 1 nanometer to 10 millimeters with bars for the apertures of each regime above it and the sizes of typical analytes below it
Apertures and analytes on a logarithmic scale. Sizes are approximate.
Regimes of resistive pulse sensing
Regime Aperture Measured Source
Coulter counter 10 to 2,000 µm Particles from 0.2 to 1,600 µm, including blood cells [1]
Submicron pores Below 1 µm Polystyrene spheres 90 nm across [4]
Microfluidic constrictions Etched or molded in a chip Latex colloids binding antibodies; nanoparticles and phage [6][7]
Elastomeric pores, stretched Adjustable Extracellular vesicles and nanoparticles [8]
Single nanotube channel A carbon nanotube Polystyrene nanoparticles, sized and charge-typed [9]
Solid-state pore, wide Wider than a virion Single influenza virions [10]
Solid-state nanopore, narrow A few nanometers DNA [11]
Protein nanopore About 1 nm Single strands of DNA and RNA [2]

In the middle of the table the instruments are small. A microfluidic analyzer reported in 2011 had a throughput of 500,000 particles a second and sized and titered bacteriophage T7 from about a microliter of sample. In mouse blood plasma it found, unexpectedly, "a large background of naturally occurring nanoparticles" whose sizes followed a power law.[7] Spectradyne sells instruments built on this method, with a disposable cartridge that holds the constriction.[12] A pore of carbon nanotube set in epoxy and mounted on PDMS cut the background noise by a factor of more than 20 compared with a silicon nitride support, enough to measure both the size and the transit time, and so the charge, of individual nanoparticles.[9]

Tunable pores

A pore of fixed size works over a limited range, and a membrane whose pore can be changed during a run works over more. In 2007 Sowerby, Broom and Petersen described "dynamically resizable nanometre-scale apertures for molecular sensing", an opening in an elastomeric membrane that changes size when the membrane is stretched, and in the same year Huh and colleagues made nanochannels in silicone rubber whose width was set by strain.[13][14] The method was then developed as tunable resistive pulse sensing, in which a pore in an elastomer is stretched to change its size and is calibrated against particles of known size.[15][16] Izon Science of Christchurch sells instruments based on it. Its Exoid, announced in March 2021, replaced the qNano.[17]

It has been applied to extracellular vesicles. Pores differ in diameter, and the smallest vesicle each can detect differs with it. In a study on a standard urine sample the minimum detected diameter was 128 ± 19 nm in 102 daily measurements, and the measured vesicle concentration ranged from 1.4 × 108 to 1.8 × 1010 per milliliter.[8]

Molecular Reality Corporation describes its juxtapore as "a pore formed by two surfaces sliding alongside each other, their edges close enough to form the sensing gap."[18] An adjustable aperture is older than the company, and the elastomeric version has been on sale for years. What the juxtapore changes is the mechanism: the membranes of the stack described in US patent 10,908,144 are rigid films, and the aperture is set by sliding one over another, where the older devices stretch something soft.[19] None of the company's evidence for sliding occlusion has been through peer review.

Uses

Blood counting is the oldest. The impedance principle still counts cells in automated hematology analyzers, which measure cells by electrical impedance, by optical analysis, or by both.[20] Immunoassays use the pulse to read a change of size. Saleh and Sohn coated latex colloids with streptavidin and measured the increase in their diameter as antibodies bound, without labels.[6] Viruses can be sized and typed. A solid-state pore with electro-osmotic flow at its mouth identified the type of influenza virus with 68% accuracy one virion at a time, and above 95% when the signals of more than 20 virions were combined.[10] Later work applied machine learning to the signals of coronaviruses (Virus detection with nanopores).[21]

A pore can also measure the same particle many times. In 2015 a nanopipette with programmable voltage reversal sent one polystyrene particle back through the orifice thousands of times at more than 100 measurements a second, which narrowed the uncertainty of its mean size (see Ping-pong sensing).[22]

At Molecular Reality

The pore on the company's live molecular stream is at the Coulter end of the scale: a laser-drilled hole 200 µm across, inside the range of standard Coulter apertures. The provisions list for the stream gives its first sample as tap water, entered as a "Baseline conductivity standard".[23] The company's guide says why: at the larger pores of today, ketchup, salsa and tap water "can be watched at the scale of cells and particles, counting what passes, the way Coulter did seventy years ago", while at the nanometer scale "they would clog the doorway instantly".[18] A post of March 29, 2026 on the company's member site makes the same point about the instruments: "Coulter Counters are pore-based devices, but in the era of commercialized nanopore sequencing, it's easy to forget that the only serious difference is size."[24]

See also

Notes

  1. ^ From the formula with Leff = L + 0.8D and L = 0.67D, the proportions of the first commercial counter: 0.023/1.47 = 5.4 × 10−6.

References

  1. ^ a b c d "Coulter Principle Short Course, Chapter 2". Beckman Coulter. Retrieved October 25, 2026.
  2. ^ a b Kasianowicz, J. J.; Brandin, E.; Branton, D.; Deamer, D. W. (1996). "Characterization of individual polynucleotide molecules using a membrane channel". Proceedings of the National Academy of Sciences 93 (24): 13770-13773. doi:10.1073/pnas.93.24.13770. PMID 8943010.
  3. ^ Smeets, R. M. M.; et al. (2006). "Salt dependence of ion transport and DNA translocation through solid-state nanopores". Nano Letters 6 (1): 89-95. doi:10.1021/nl052107w. PMID 16402793.
  4. ^ a b DeBlois, R. W.; Bean, C. P. (1970). "Counting and sizing of submicron particles by the resistive pulse technique". Review of Scientific Instruments 41 (7): 909-916. doi:10.1063/1.1684724.
  5. ^ Kowalczyk, S. W.; Grosberg, A. Y.; Rabin, Y.; Dekker, C. (2011). "Modeling the conductance and DNA blockade of solid-state nanopores". Nanotechnology 22 (31): 315101. doi:10.1088/0957-4484/22/31/315101.
  6. ^ a b Saleh, O. A.; Sohn, L. L. (2003). "Direct detection of antibody-antigen binding using an on-chip artificial pore". Proceedings of the National Academy of Sciences 100 (3): 820-824. doi:10.1073/pnas.0337563100. PMID 12552098.
  7. ^ a b Fraikin, J.-L.; Teesalu, T.; McKenney, C. M.; Ruoslahti, E.; Cleland, A. N. (2011). "A high-throughput label-free nanoparticle analyser". Nature Nanotechnology 6 (5): 308-313. doi:10.1038/nnano.2011.24. PMID 21378975.
  8. ^ a b Coumans, F. A. W.; et al. (2014). "Reproducible extracellular vesicle size and concentration determination with tunable resistive pulse sensing". Journal of Extracellular Vesicles 3: 25922. doi:10.3402/jev.v3.25922. PMID 25498889.
  9. ^ a b Ito, T.; Sun, L.; Crooks, R. M. (2003). "Simultaneous determination of the size and surface charge of individual nanoparticles using a carbon nanotube-based Coulter counter". Analytical Chemistry 75 (10): 2399-2406. doi:10.1021/ac034072v. PMID 12918982.
  10. ^ a b Arima, A.; et al. (2018). "Selective detections of single-viruses using solid-state nanopores". Scientific Reports 8: 16305. doi:10.1038/s41598-018-34665-4.
  11. ^ Smeets, R. M. M.; Keyser, U. F.; Dekker, N. H.; Dekker, C. (2008). "Noise in solid-state nanopores". Proceedings of the National Academy of Sciences 105 (2): 417-421. doi:10.1073/pnas.0705349105. PMID 18184817.
  12. ^ "Quantitative nanoparticle analysis based on resistive pulse sensing". American Laboratory. Retrieved October 25, 2026.
  13. ^ Sowerby, S. J.; Broom, M. F.; Petersen, G. B. (2007). "Dynamically resizable nanometre-scale apertures for molecular sensing". Sensors and Actuators B: Chemical 123 (1): 325-330. doi:10.1016/j.snb.2006.08.031.
  14. ^ Huh, D.; et al. (2007). "Tuneable elastomeric nanochannels for nanofluidic manipulation". Nature Materials 6 (6): 424-428. doi:10.1038/nmat1907.
  15. ^ Willmott, G. R.; et al. (2010). "Use of tunable nanopore blockade rates to investigate colloidal dispersions". Journal of Physics: Condensed Matter 22 (45): 454116. doi:10.1088/0953-8984/22/45/454116.
  16. ^ Vogel, R.; et al. (2011). "Quantitative sizing of nano/microparticles with a tunable elastomeric pore sensor". Analytical Chemistry 83 (9): 3499-3506. doi:10.1021/ac200195n.
  17. ^ "Izon Science launches the Exoid to transform nanoparticle measurement". Izon Science. March 24, 2021. Retrieved October 25, 2026.
  18. ^ a b "Keltar's Field Guide to Molecular Reality". Molecular Reality Corporation. August 2026.
  19. ^ Lenora Ashgrove (October 8, 2026). "Can a Hole That Slides Read a Molecule?" Signal & Noise.
  20. ^ Daves, M.; et al. (2024). "Modern hematology analyzers: beyond the simple blood cells count (with focus on the red blood cells)". Journal of Laboratory and Precision Medicine 9: 4. doi:10.21037/jlpm-23-32.
  21. ^ Taniguchi, M.; et al. (2021). "Combining machine learning and nanopore construction creates an artificial intelligence nanopore for coronavirus detection". Nature Communications 12: 3726. doi:10.1038/s41467-021-24001-2.
  22. ^ Edwards, M. A.; et al. (2015). "High-speed multipass Coulter counter with ultrahigh resolution". ACS Nano 9 (12): 12274-12282. doi:10.1021/acsnano.5b05554. PMID 26549738.
  23. ^ Lenora Ashgrove (July 29, 2026). "Nineteen Billion Ions a Second, Live on the Internet". Signal & Noise.
  24. ^ Thucydides (March 29, 2026). "Bend it like Beckman Coulter". EQBio-OS.

Further reading

  • Graham, M. D. (2003). "The Coulter principle: Foundation of an industry". JALA: Journal of the Association for Laboratory Automation 8 (6): 72-81. doi:10.1016/S1535-5535-03-00023-6.
Last edited 1 hour ago by PicoampPedant