The Mechanical Properties of Semiconductors by Katherine T. Faber and Kevin J. Malloy (Eds.) PDF

By Katherine T. Faber and Kevin J. Malloy (Eds.)

ISBN-10: 0080864341

ISBN-13: 9780080864341

ISBN-10: 0127521372

ISBN-13: 9780127521374

Whereas digital and optical strategies of semiconductors are completely studied, it's the mechanical homes that frequently dictate primary limits at the fabrication and packaging of semiconductor units. This quantity, a part of the ''Semiconductors and Semimetals'' sequence, written via a world workforce of specialists, addresses all features of mechanical behaviour of semiconductor fabrics - elasticity, plasticity, and fracture - to higher outline processing hassle, layout concerns, and gadget reliability. subject matters mentioned comprise fracture and deformation houses of semi-conductors and their relation to crystal progress, thermal processing, and alloy layout; micromechanics of skinny movies and strained layer superlattices; elastic homes of semiconductors and semiconductor alloys; and silicon microdevides. The e-book is aimed toward electric engineers, fabrics scientists, condensed topic physicists, and researchers and technicians within the semiconductor undefined.

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Example text

These values are used to compute the force constants a and fl and the identity expressions I , and I, given in Eqs. (78) and (88), respectively. Several sets of data are quoted for some of the systems to show the uncertainties in the experiments for these systems. The table results clearly show that the inclusion of the Coulomb energies improves the identity relation; the deviations of IM from unity are 15% or less. Also listed are the values for another identity relation, I,,, from Eq. (119), based on a tight-binding 1.

1. 47 ELASTIC CONSTANTS AND THEIR ALLOYS polarity. 3, which is larger than the n = 2 used in Harrison's universal TB parameters. 8. 9, which is smaller than the m/n = 2 used by Harrison. The calculated values of C,, for most systems agree with the experimental data to 10% or better, except for diamond and ZnS. Note that the experimental data for ZnS are rather dispersed. The calculated TO optical phonon modes at r in l/cm for most group IV and IIIV systems also agree with experiments to 10%or better.

For the example, the sample is of length L, which gives Sn= 2LA/a2, and S , = 4LA/a2. The true travel time, 6, can be written in terms of the measured time, T , and the corrections: 6=T + AB + AD. (49) The thickness of the sample, L, is measured by conventional means, such as a high-precision micrometer, and the velocity of sound is given by u=- 2L 6' 7. OPTICALTECHNIQUES Optical techniques have been used with success in the measurement of sound velocities in transparent media. The methods include diffraction and scattering of light by sound waves.

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The Mechanical Properties of Semiconductors by Katherine T. Faber and Kevin J. Malloy (Eds.)

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