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The split and pool synthesis (S&P synthesis) differs from traditional synthetic methods. The important novelty is the use of compound mixtures in the process. This is the reason of its unprecedentedly high productivity. Using the method one single chemist can make more compounds in a week than all chemists produced in the whole history of ...
The flux method is a crystal growth method where starting materials are dissolved in a solvent (flux), and are precipitated out to form crystals of a desired compound. The flux lowers the melting point of the desired compound, analogous to a wet chemistry recrystallization. [1]
The Czochralski method, also Czochralski technique or Czochralski process, is a method of crystal growth used to obtain single crystals of semiconductors (e.g. silicon, germanium and gallium arsenide), metals (e.g. palladium, platinum, silver, gold), salts and synthetic gemstones.
The ship was built as Hughes Glomar Explorer in 1971 and 1972 by Sun Shipbuilding & Drydock Company for more than US$350 million (about $1.7 billion in 2023) at the direction of Howard Hughes for use by his company, Global Marine Development Inc. [5] It began operation on 20 June 1974.
A boule is a single-crystal ingot produced by synthetic means. [1] A boule of silicon is the starting material for most of the integrated circuits used today. In the semiconductor industry synthetic boules can be made by a number of methods, such as the Bridgman technique [2] and the Czochralski process, which result in a cylindrical rod of ...
This type of gasification process provides many advantages over alternative gasification technologies: [citation needed] It is a very rapid, single-stage gasification process with low reactor volume; It minimizes the need for raw syngas clean-up as the Chemrec process directly provides a raw syngas of excellent quality with; Complete carbon ...
If f(t) is a non-decreasing scalar function of t, then Z(t) = X(f(t)) is also a Gauss–Markov process; If the process is non-degenerate and mean-square continuous, then there exists a non-zero scalar function h(t) and a strictly increasing scalar function f(t) such that X(t) = h(t)W(f(t)), where W(t) is the standard Wiener process.