Seebeck Effect: Invention, Explanation, and Application

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Seebeck effect describes that a voltage differential can be created between two electrical conductors and/or semiconductors by varying their temperatures.

  • The Seebeck effect, which occurs when two junctions are kept at different temperatures, results in the formation of an electromotive force (emf) and subsequently an electric current in a loop of material made up of at least two distinct conductors. 
  • Although they are not required to be solids, conductors are frequently made of metals. Thomas Johann Seebeck, a German physicist, discovered the effect in 1821. 
  • The Seebeck effect is used to produce electricity for certain applications as well as to detect temperature with high sensitivity and precision.

Key Terms: Seebeck Effect, Applications, Peltier, Thompson effect.


Invention of Seebeck Effect

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In the year 1821, German physicist Thomas Seebeck made a number of thermoelectric effect observations. 

  • The connection of two distinct metals with differing temperatures in a circuit was seen to produce an EMF. 
  • When a closed loop was constructed between two dissimilar materials or semiconductors, he saw how the compass needle would deflect.
  • A thermocouple is created from these several metals. The thermoelectric current that flows across this circuit is referred to as such.
  • Earlier, it was thought that the magnetic field caused by temperature differences was what caused the compass needle to deviate, and he called this phenomenon the thermo-magnetic effect.
  •  Eventually, Hans Christian Orsted understood that the current induced was the cause of the deflection.

Explanation of Seebeck Effect

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The only ones accountable for Seebeck Effect is the valence electrons in the metal's hotter region, and thermal energy is the driving force behind this.

  • Additionally, due to their high kinetic energy, these valence electrons move more quickly in the opposite direction—that is, toward the cooler end—than electrons moving from the warmer end to the colder end. 
  • The Fermi distribution is acute on the cold side, meaning there are fewer electrons above Fermi energy, while it is soft on the hot side, meaning there are more electrons concentrated above Fermi energy.
  • Moving from one end that is warmer to the other because electrons prefer lower energy areas causes energy to be transported, eventually bringing the temperature into equilibrium.
  • A DC is generated as a result. 
  • But for every Kelvin of temperature change, just a few microvolts (10-6) of voltage are generated. 
  • Now that the voltage increases in series as well as the current increases in parallel, everyone is aware of this.
  • So, bearing this in mind, if we can link many of these devices in series to increase the voltage or boost the maximum deliverable current, we should (in parallel). 
  • Keeping in mind just that a significant temperature difference is necessary for this purpose.
  • Current density is determined by:

J = σ (- ∇V + Eemf)

Eemf = – S∇T

  • Where S is also known as the Seebeck coefficient or temperature gradient.
  • The temperature affects the Seebeck coefficient. It is dependent on the conductor's makeup.
  • For typical materials, the Seebeck coefficient varies from −100 μV/K to + 1,000 μV/K at ambient temperature.
  • The system reaches steady-state when J=0, as well as the voltage gradient, is given by: \triangledown V = – S\ triangular down T.

Explanation of Seebeck Effect

Explanation of Seebeck Effect


Application of Seebeck Effect

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The Seeback effect has several uses, including:

  • The thermocouple Seebeck effect is frequently utilized to activate the electrical switches that can switch the device on or off or to assess temperature variations. Constantan and metals like copper, iron, chromium, and constantan are often used in thermocouple metal combinations.
  • A thermoelectric generator, that serves as a heat engine, employs the Seebeck effect.
  • These are also utilized in certain power plants to produce additional power from waste heat.
  • As automotive thermoelectric generators in cars to improve fuel economy.

Things to Remember

  • When there is a temperature differential between various electrical conductors or semiconductors, the Seebeck effect refers to the accumulation of electric potential that results.
  • Small voltages, typically only just a few microvolts (millionths of a volt) every kelvin of temperature differential at the junction in between conductors or semiconductors, are generated via the Seebeck effect.
  • A few millivolts can be produced by some Seebeck-effect devices if the difference in temperature is significant enough (thousandths of a volt).
  • Such devices can be coupled in parallel or series to raise their maximum deliverable current or voltage, respectively.
  • If a significant temperature differential is maintained across the junctions, massive arrays of Seebeck-effect devices may produce useful, small-scale electrical power.

Sample Questions

Ques. The Joule-Thomson Effect: What Is It? (2 Marks)

Ans. The Joule-Thomson Effect theory states that when a fluid's enthalpy remains constant but different pressures are applied to it, the fluid's temperature changes. Additionally, the theoretical conjectures can be used to calculate its coefficient.

Ques. What uses does the Joule-Thomson Effect have? (2 Marks)

Ans. Applications for the Joule-Thomson coefficient computation include cryogenic applications, air conditioners, freezers, heat pumps, and liquefiers.

Ques. What does an ideal gas Joule-Thomson coefficient mean? (2 Marks)

Ans. The Joule-Thomson coefficient may be thought of as the proportion of temperature to pressure change. Enthalpy relies on temperature, therefore for an ideal gas, its value is equal to zero.

Ques. What is the Joule-Thomson Effect, who discovered it, how, when, and by whom? (4 Marks)

Ans. The experts made a particularly spectacular disclosure in 1852. James Prescott Joule and William Thomson, two British physicists, collaborated to lead experiments meant to analyze and advance thermodynamics. They discovered that a sudden change in tension across a valve can cause a temperature shift in gas. This phenomenon, known as the Joule-Thomson Effect, has proven to be important in the development of refrigeration systems.

Ques. What effect does the Joule-Thomson principle have? (4 Marks)

Ans. The Kelvin Joule impact is another term for the Joule effect. Thomson's Joule-Thomson effect describes how a fluid's temperature changes when it must pass through a safety valve to transit from a high-pressure area to a low-pressure one. Internal cooling takes place because heat is converted into an effort to subdue intermolecular forces. With the exception of hydrogen and helium, the majority of gasses at standard temperatures are slightly chilled at choking.

Ques. What is the Joule-Thomson effect's process? (5 Marks)

Ans. The next paragraphs outline the Joule process: Thomson's effect

  1. When a streaming gas passes through a strain controller, the temperature can fluctuate in accordance with the Joule-Thomson Effect.
  2. A change in temperature isn't particularly appealing.
  3. Use a warming or cooling component to correct any temperature fluctuations caused by the Joule-Thomson effect.
  4. It demonstrates a reduction in potential energy as the fluid encounters constraints.
  5. This fluid's temperature fluctuates with changing probable energy, even if the gas's enthalpy remains constant.

Ques. What is the ideal gas's Joule-Thomson coefficient, as determined by chemical science? (2 Marks)

Ans. As far as chemical research is concerned, the ideal gas for the Joule-Thomson coefficient can be defined as the ratio of temperature drop to pressure decrease. In order for the value of enthalpy to vary with temperature, the concept gas should have a value of zero

Ques. Describe the process of the Joule-Thomson effect using a situation.. (3 Marks)

Ans. When the fluid strain is reduced, there is an increase in the overall distance between atoms. Most real gases exhibit a drop in temperature along with a drop in pressure. As a result, the increased attractive abilities also lead to an increase in anticipated energy. Furthermore, it is evident that real gases must work even harder downstream than they must upstream to create space for the parcels.

Ques. The Seebeck Coefficient is what? (2 Marks)

Ans. The voltage created between two places on a conductor when there is a uniform temperature differential of one degree Kelvin between these two points is described by this coefficient, which is a numerical value. Seebeck thought he was observing a thermomagnetic when he carried out his experiment since he was not aware that there was a current loop and resulting magnetic field in the circuit.

Ques. Who Developed the Seebeck Effect? (5 Marks)

Ans. Thomas Johann Seebeck, an East Prussian physicist who lived from 1770 to 1831, is remembered by the effect's name. When a circuit constructed of two distinct metals transmitted electricity when the metals connected had varying temperatures, he first identified the phenomena in 1821. By placing a compass next to the test circuit he developed, he was able to determine that the current was flowing. He observed that the compass needle shifted in direct proportion to the rise in temperature disparity. Additionally, he discovered that the compass deflection's magnitude was unaffected by the temperature distribution around the metal conductors. However, if he altered the metal, the needle would vary accordingly.

Ques. Who Made the Peltier Effect Known? (5 Marks)

Ans. In 1834, French scientist Jean Charles Peltier, who worked between 1784 and 1845, continued Seebeck's research. In a now-famous experiment, Peltier found that the temperature varied according to the voltage between the circuit's two metal conductors. Then, in 1839, German scientist Heinrich Lenz expanded Peltier's study. He claimed that the direction of current flow within the circuit affected heat transfer at the intersection of the two circuits. British physicist William Thomson discovered in 1851 that an electrical current formed when a single kind of metal conductor was heated or cooled. He discussed how quickly conductive materials absorb heat when they are exposed to a temperature gradient.

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