Charge carrier explained

In solid state physics, a charge carrier is a particle or quasiparticle that is free to move, carrying an electric charge, especially the particles that carry electric charges in electrical conductors.[1] Examples are electrons, ions and holes.[2] In a conducting medium, an electric field can exert force on these free particles, causing a net motion of the particles through the medium; this is what constitutes an electric current.[3] The electron and the proton are the elementary charge carriers, each carrying one elementary charge (e), of the same magnitude and opposite sign.

In conductors

In conducting media, particles serve to carry charge:

In some conductors, such as ionic solutions and plasmas, positive and negative charge carriers coexist, so in these cases an electric current consists of the two types of carrier moving in opposite directions. In other conductors, such as metals, there are only charge carriers of one polarity, so an electric current in them simply consists of charge carriers moving in one direction.

In semiconductors

There are two recognized types of charge carriers in semiconductors. One is electrons, which carry a negative electric charge. In addition, it is convenient to treat the traveling vacancies in the valence band electron population (holes) as a second type of charge carrier, which carry a positive charge equal in magnitude to that of an electron.[11]

Carrier generation and recombination

See main article: Carrier generation and recombination. When an electron meets with a hole, they recombine and these free carriers effectively vanish.[12] The energy released can be either thermal, heating up the semiconductor (thermal recombination, one of the sources of waste heat in semiconductors), or released as photons (optical recombination, used in LEDs and semiconductor lasers).[13] The recombination means an electron which has been excited from the valence band to the conduction band falls back to the empty state in the valence band, known as the holes. The holes are the empty states created in the valence band when an electron gets excited after getting some energy to pass the energy gap.

Majority and minority carriers

The more abundant charge carriers are called majority carriers, which are primarily responsible for current transport in a piece of semiconductor. In n-type semiconductors they are electrons, while in p-type semiconductors they are holes. The less abundant charge carriers are called minority carriers; in n-type semiconductors they are holes, while in p-type semiconductors they are electrons.[14]

In an intrinsic semiconductor, which does not contain any impurity, the concentrations of both types of carriers are ideally equal. If an intrinsic semiconductor is doped with a donor impurity then the majority carriers are electrons. If the semiconductor is doped with an acceptor impurity then the majority carriers are holes.[15]

Minority carriers play an important role in bipolar transistors and solar cells.[16] Their role in field-effect transistors (FETs) is a bit more complex: for example, a MOSFET has p-type and n-type regions. The transistor action involves the majority carriers of the source and drain regions, but these carriers traverse the body of the opposite type, where they are minority carriers. However, the traversing carriers hugely outnumber their opposite type in the transfer region (in fact, the opposite type carriers are removed by an applied electric field that creates an inversion layer), so conventionally the source and drain designation for the carriers is adopted, and FETs are called "majority carrier" devices.[17]

Free carrier concentration

See main article: Charge carrier density. Free carrier concentration is the concentration of free carriers in a doped semiconductor. It is similar to the carrier concentration in a metal and for the purposes of calculating currents or drift velocities can be used in the same way. Free carriers are electrons (holes) that have been introduced into the conduction band (valence band) by doping. Therefore, they will not act as double carriers by leaving behind holes (electrons) in the other band. In other words, charge carriers are particles that are free to move, carrying the charge. The free carrier concentration of doped semiconductors shows a characteristic temperature dependence.[18]

In superconductors

Superconductors have zero electrical resistance and are therefore able to carry current indefinitely. This type of conduction is possible by the formation of Cooper pairs. At present, superconductors can only be achieved at very low temperatures, for instance by using cryogenic chilling. As yet, achieving superconductivity at room temperature remains challenging; it is still a field of ongoing research and experimentation. Creating a superconductor that functions at ambient temperature would constitute an important technological break-through, which could potentially contribute to much higher energy efficiency in grid distribution of electricity.

In quantum situations

Under exceptional circumstances, positrons, muons, anti-muons, taus and anti-taus may potentially also carry electric charge. This is theoretically possible, yet the very short life-time of these charged particles would render such a current very challenging to maintain at the current state of technology. It might be possible to artificially create this type of current, or it might occur in nature during very short lapses of time.

In plasmas

Plasmas consists of ionized gas. Electric charge can cause the formation of electromagnetic fields in plasmas, which can lead to the formation of currents or even multiple currents. This phenomenon is used in nuclear fusion reactors. It also occurs naturally in the cosmos, in the form of jets, nebula winds or cosmic filaments that carry charged particles. This cosmic phenomenon is called Birkeland current. Considered in general, the electric conductivity of plasmas is a subject of plasma physics.

See also

References

  1. Web site: Energy Education - Charge carrier . May 11, 2018 . April 30, 2021. Gokul. Dharan . Kailyn . Stenhouse . Jason . Donev.
  2. Web site: Charge carrier . The Great Soviet Encyclopedia 3rd Edition. (1970-1979).
  3. Web site: Microscopic View of Electric Current . April 30, 2021 . R. . Nave.
  4. Web site: Conductors and Insulators . April 30, 2021 . R. . Nave.
  5. Web site: Conduction electrons in a metal . February 2, 2002 . April 30, 2021 . Richard . Fitzpatrick.
  6. Web site: Cation vs Anion: Definition, Chart and the Periodic Table . August 15, 2019 . April 30, 2021 . Karen . Steward.
  7. Web site: Ramesh Suvvada . 1996 . Lecture 12: Proton Conduction, Stoichiometry . . April 30, 2021 . May 15, 2021 . https://web.archive.org/web/20210515080504/https://www.life.illinois.edu/crofts/bioph354/lect12.html . dead .
  8. Web site: Plasma conductivity and diffusion . October 24, 2011 . April 30, 2021 . Pavel . Souček.
  9. Web site: Vacuum Tubes: The World Before Transistors . January 19, 2018 . April 30, 2020 . Michael. Alba.
  10. Web site: Cathode Rays Introduction to Chemistry . April 30, 2021.
  11. Web site: Intrinsic Semiconductors . May 1, 2021 . R. . Nave.
  12. Web site: Carrier recombination and generation . 2011 . May 1, 2021 . B. . Van Zeghbroeck . May 1, 2021 . https://web.archive.org/web/20210501181954/https://ecee.colorado.edu/~bart/book/book/chapter2/ch2_8.htm . dead .
  13. Web site: Lecture 4 - Carrier generation and recombination . February 12, 2007 . May 2, 2021 . Jesús . del Alamo . 3 . MIT Open CourseWare, Massachusetts Institute of Technology.
  14. Web site: Majority and minority charge carriers . May 2, 2021.
  15. Web site: Doped Semiconductors . May 1, 2021 . R. . Nave.
  16. Web site: Lecture 21: BJTs. May 2, 2021. J. S.. Smith.
  17. Web site: Back to the basics of power MOSFETs . February 22, 2007 . May 2, 2021 . Dan. Tulbure . EE Times.
  18. Web site: Carrier densities . 2011 . July 28, 2022 . B. . Van Zeghbroeck.

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