Selective generation method for state vectors of parallel folding counter and hardware circuit for selective generation method
A technology of state vector and selection generation, applied in digital circuit testing, measuring electricity, measuring electrical variables, etc., can solve the problems of circuit test time and test power consumption increase
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[0048] For the parallel folding counter of n-bit, there are n-bit binary number folding seed vectors and n state vectors corresponding to folding seed vectors; the folding seed vector of n-bit binary numbers is s=[s 1 the s 2 ...s j ...s n ];s j Represents the jth binary bit in the folding seed vector s; s 1 Represents the first binary bit, the highest binary bit; s n Represents the nth binary bit, i.e. the lowest binary bit; 1≤j≤n; note that the n state vectors corresponding to the folding seed vector s are X={x 1 ,x 2 ,...,x i ,...,x n};x i Indicates the i-th state vector corresponding to the folding seed vector s; 1≤i≤n; remember that the folding distance value corresponding to each state vector in the n state vectors X is {0,1,...,i -1,...,n-1}; i-1 means the i-th state vector x i Corresponding folding distance value;
[0049] In this example, if figure 1 As shown, for an n-bit parallel folding counter, an initial flipping control vector 10101010... with a leng...
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