Download The Complexity of Simple Computer Architectures by Silvia M. Müller PDF

By Silvia M. Müller

ISBN-10: 3540605800

ISBN-13: 9783540605805

This booklet offers a proper version for comparing the associated fee effectiveness of desktop architectures. The version can deal with quite a lot of architectures, from CPU layout to parallel supercomputers. to demonstrate the formal technique of trade-off analyses, numerous non-pipelined layout possible choices for the well known RISC structure referred to as DLX are analyzed quantitatively. it's officially proved that the interrupt mechanism proposed for the DLX structure handles nested interrupts correctly.
In an appendix all courses to compute the associated fee and cycle time of the designs defined are indexed in C code. working those basic C courses on a laptop is enough to be certain the consequences awarded. The publication addresses layout pros and scholars in computing device architecture.

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Extra resources for The Complexity of Simple Computer Architectures

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So) of two numbers a, b E {0, 1} ~ and input carry c0 G {0, 1} can he expressed as: sj Cj+l = = aj Q bj | cj (aj| Acj V ( a j A b j ) , O< j < n ,O<_j

A o ) e {0, 1} ~, output b = ( b ~ - l , . . 2a). The n-bit register has the same delay as a flipflop but it is n times more expensive. C// D]f(n) = DH n - b i t T r i s t a t e D r i v e r An n-bit tristate driver drivn consists of n 1-bit tristate drivers with input a = ( a ~ - l , . . 2b). The n-bit driver has the same delay as the basic component but it is n times more expensive. Ddri~(n) n-blt Wide Gates = De~i~ An n-bit inverter circuit computes the function i n v , : {0, 1}" ~ {0, 1}~; ( a n - l , .

Let Pma~ denote the maximal cardinality of the 7 sets Zj and let v~u,n denote the sum of all the cardinalities vj U,~a~ = max{vj [ 1 _< j _< 7} ; 7 u~,~ = E v J " j=l Let O D be the circuit consisting of the decoder dec and the circuit O. All the inputs of O D come directly from the register p. m - 7)" Cor - 1). Cot CHAPTER 4. 3 7}. Do~ = max{ rlog~d I 1 < i < = DOD = Ddec(r + Do. Computing the Next = Bog-,~o,1 -Do; State For monomials rn we denote by l(m) the number of literals in m. By lma~, we denote the length of the longest monomial m E M, and by 4u,~, we denote the accumulated length of all those monomials m lm,,~ = max{l(m) i m ~ M } l,um = Z mEM l(m).

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