By Maheshwar Sharon
This booklet has been designed as a result author’s instructing reports; scholars within the classes got here from quite a few disciplines and it used to be very tough to prescribe an appropriate textbook, no longer simply because there aren't any books on those themes, yet simply because they're both too exhaustive or very elementary. This publication, for this reason, comprises basically appropriate themes within the basics of the physics of semiconductors and of electrochemistry wanted for knowing the intricacy of the topic of photovoltaic sun cells and photoelectrochemical (PEC) sunlight cells. The publication offers the fundamental thoughts of semiconductors, p:n junctions, PEC sun cells, electrochemistry of semiconductors, and photochromism.
Researchers, engineers and scholars engaged in researching/teaching PEC cells or wisdom of our sunlight, its strength, and its distribution to the earth will locate crucial issues comparable to the physics of semiconductors, the electrochemistry of semiconductors, p:n junctions, Schottky junctions, the concept that of Fermi power, and photochromism and its business applications.
"The subject matters during this publication are defined with transparent representation and integral terminology. It covers either primary and complex themes in photoelectrochemistry and that i think that the content material awarded during this monograph could be a source within the improvement of either educational and business research".
—Professor Akira Fujishima, President, Tokyo college of technology, and Director, Photocatalysis foreign study middle, Tokyo collage of technological know-how, Japan
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Additional info for An introduction to the physics and electrochemistry of semiconductors: fundamentals and applications
From the interaction of two atoms each having one electron, we observed the generation of two new energy levels. We are familiar with a rule that not more than two electrons can occupy one energy level. This is not surprising. We follow the same rule that no man can have more than one wife at a given time. Because each level of each electron has created two distinct levels, and each of these new levels can occupy two electrons, we can conclude that, in general, if there are N number of electrons (Avagadro’s number) coming together, there would be 2N number of energy levels generated, 16 Physics and Electrochemistry of Semiconductors such that 1N energy levels would lie below the energy levels the electrons had before coming in contact with each other and 1N energy levels higher than the energy levels they had before coming in contact with each other.
3B. Moreover, the magnitude of the wave, that is, cos ka, has the same value for either positive or negative values of ka or for any multiple values of 2π. , to lie within ±1) occurs at every cos ka where ka = nπ. 3A, are not allowed. 3 A, Schematic graph showing the variation of P(sin αa/αa)+cos αa versus αa. B, Schematic graph showing discontinuity in the graph P(sin αa/αa) + cos αa versus αa. cannot exist. This position is observed after each nπ in space. Thus we arrive at a similar conclusion as earlier—that when a material is formed due to overlapping of electrons of the constituent atoms, energy bands are generated periodically in the space; electrons can be found only in these energy bands, and no permissible energy levels can be found between these bands.
The next question to ask is whether n number of electrons possess the same amount of supplied energy E or whether there is distribution of this energy among the n number of electrons with some possessing less than E and only a few possessing the maximum fraction of supplied energy. This distribution of energy among the various electrons of the valence band is given by a function known as the 28 Physics and Electrochemistry of Semiconductors Fermi function f(E). This expression f(E) shows the probability that the electrons would have acquired a maximum energy Ef out of total energy E supplied to the system.