By Gary S. May
Deals a uncomplicated, updated advent to semiconductor fabrication know-how, together with either the theoretical and functional facets of all significant steps within the fabrication sequencePresents complete assurance of approach sequencesIntroduces readers to trendy simulation toolsAddresses the sensible elements of built-in circuit fabricationClearly explains simple processing thought
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Additional info for Fundamentals of semiconductor fabrication
0' '7' minus and plus minus and plus both take one operand, and correspond to the prefix minus and plus operators in programming languages. The operations are evaluated using the same rules as add and subtract; the operations plus(a) and minus(a) (where a and b refer to any numbers) are calculated as the operations add('0', a) and subtract('0', b) respectively, where the '0' has the same exponent as the operand. 3' Copyright (c) IBM Corporation 2006. All rights reserved. 32 multiply multiply takes two operands.
For example, the square-root of either [0,10,–1] or [0,11,–1] is often calculated by first multiplying the coefficient by ten and reducing the exponent by 1 and then determining the square root. If the exponent is held as a two’s complement binary number, the ideal exponent is trivially calculated by applying an arithmetic right shift of one bit. This is because a typical implementation of power(x,y) will calculate its result using exp(ln(x)*y), and few results of the exp function are exact. 51 Copyright (c) IBM Corporation 2006.
If the operand is greater than zero, the result is the square root of the operand. If no rounding is necessary (the exact result requires precision digits or fewer) then the the coefficient and exponent giving the correct value and with the exponent closest to the ideal exponent is used. If the result must be inexact, it is rounded using the round–half–even algorithm and the coefficient will have exactly precision digits (unless the result is subnormal), and the exponent will be set to maintain the correct value.
Fundamentals of semiconductor fabrication by Gary S. May