Alloys and Solid Solutions Chemistry 123 Spring 2008 Dr. Woodward Solutions Solid Solution Liquid Solution 14 Carat Gold Vodka Gaseous Solution Air Solution = A homogeneous mixture Alloys An alloy is a material that contains more than one element and has the characteristic properties of a metal. Primary Element Name of Alloy Composition (by mass) Properties Gold, Au 14-Carat Gold 58% Au, 42% Ag Harder than pure gold Copper, Cu Yellow Brass 67% Cu, 33% Zn Ductile, Takes a polish Iron, Fe Stainless Steel 80.6% Fe, 18% Cr, 1% Ni, 0.4% C Harder and more corrosion resistant than pure iron Lead, Pb Plumber’s Solder 67% Pb, 33% Sn Low melting point (275 °C) Silver, Ag Sterling Silver 92.5% Ag, 7.5% Cu Bright surface that is more inert than pure silver 1 Substitutional (Homogeneous) Alloys 14-Karat Gold Steel Fe Au C Ag Substitutional Alloy Interstitial Alloy Two or more types of metal atoms are randomly distributed over the positions occupied in the host metal. Smaller atoms (typically nonmetals) occupy some of the holes or interstitial positions in the lattice. Atoms should be similar in size (as a rule of thumb, atomic radii should not differ by more than 15%) The smaller nonmetal atoms typically bond covalently with the metal atoms, which increases the hardness and strength (but reduces the ductility) Other Types of Alloys Ni3Al Superalloy Pearlite Fe Metal Al Fe3C + Ni Intermetallic Compounds Heterogeneous Alloy Intermetallic compounds are not solutions. They have a fixed composition (just like molecular substances) with well defined properties. A heterogeneous alloy is not homogeneous. It consists of two or more distinct phases, each with its own composition. The properties are sensitive to the way a sample was made. Some examples include Ni3Al which is a strong lightweight alloy used in aircraft engines, and Co5Sm, which is used to make magnets. Pearlite shown here is a mixture of essentially pure iron and the binary phase, Fe3C. Semiconductor Solid Solutions Heterojunction laser Figures taken from “Semiconductor Optoelectronic Devices”, by P. Bhattacharya The solid solution between GaAs (Band gap, Eg=1.4 eV, Unit cell edge, a=5.65 Å) and AlAs (Band gap, Eg=2.1 eV, Unit cell edge, a=5.66 Å) is among the most important for optoelectronic devices. By forming solid solutions we can control the band gap. 2 CdSCdS-CdSe Solid Solutions CdS1-xSex solid solutions are excellent pigments (cadmium yellow, cadmium orange). By controlling the composition we can control the band gap and hence the color. CdS (Eg = 2.4 eV) eV) CdS1-xSex compositions CdSe (Eg = 1.7 eV) eV) Cadmium pigments Band Gap vs. Composition How does the band gap vary as we change the composition across a solid solution? For semiconductors it is not unusual that the band gap will vary (approximately) linearly as the composition changes. In such cases the band gap of an intermediate composition Eg(int) with composition A1-xBx can be estimated from the band gaps of the end members, Eg(A) and Eg(B): x= Eg ( A ) − Eg ( Int ) Eg ( A) − Eg ( B ) Example What composition in the CdS1-xSex solid solution will have a band gap of 2.25 eV? What color will this compound be? Solution The end member with the larger band gap is A=CdS, while the end member with the smaller band gap is B=CdSe. Using their band gaps we can calculate x that will give a band gap of 2.25 eV. x= 2.4 − 2.25 = 0.21 2.4 − 1.7 3 The Color Wheel UV Violet Blue Green Yellow Orange Red Near IR 100-400 nm 400-425 nm 425-492 nm 492-575 nm 575-585 nm 585-647 nm 647-700 nm 10,000-700 nm 12.4 - 3.10 eV 3.10 - 2.92 eV 2.92 - 2.52 eV 2.52 - 2.15 eV 2.15 - 2.12 eV 2.12 - 1.92 eV 1.92 - 1.77 eV 1.77 - 0.12 eV A semiconductor with a band gap of 2.25 eV will absorb all visible light with energy greater than 2.25 eV. This means it will absorb the violet, the blue and most of the green. The reflected colors will be red, orange and yellow. Therefore, the color will be orange. orange UVUV-Visible Spectra This plot shows UV-Visible spectra for CdS, CdSe and ZnS. Based on what you know about the colors of these compounds identify which curve goes with which compound. 4
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