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20.Symmetric Transparent Online BIST for Arrays of Word-Organized RAMs - Copy

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978-1-4673-6040-1/13/$31.00 c 2013 IEEE 122
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Page 1: 20.Symmetric Transparent Online BIST for Arrays of Word-Organized RAMs - Copy

978-1-4673-6040-1/13/$31.00 c 2013 IEEE 122

Page 2: 20.Symmetric Transparent Online BIST for Arrays of Word-Organized RAMs - Copy

2013 8th International Conference on Design & Technology of Integrated Systems in Nanoscale Era (DTIS) 123

Page 3: 20.Symmetric Transparent Online BIST for Arrays of Word-Organized RAMs - Copy

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124 2013 8th International Conference on Design & Technology of Integrated Systems in Nanoscale Era (DTIS)

Page 4: 20.Symmetric Transparent Online BIST for Arrays of Word-Organized RAMs - Copy

2013 8th International Conference on Design & Technology of Integrated Systems in Nanoscale Era (DTIS) 125

Page 5: 20.Symmetric Transparent Online BIST for Arrays of Word-Organized RAMs - Copy

≈ ≈

126 2013 8th International Conference on Design & Technology of Integrated Systems in Nanoscale Era (DTIS)

Page 6: 20.Symmetric Transparent Online BIST for Arrays of Word-Organized RAMs - Copy

2013 8th International Conference on Design & Technology of Integrated Systems in Nanoscale Era (DTIS) 127

00000

ra(00) 010 0 - 00 010 11101ra(01) 111 0 - 11 111 11101ra(10) 011 0 - 00 011 11010ra(11) 100 0 - 11 100 11101ra(00) 010 0 + 00 010 11111

wac(00) 1 101 -ra(01) 111 0 + 11 111 11111

wac(01) 1 000 -ra(10) 011 0 + 00 011 00011

wac(10) 1 100 -ra(11) 100 0 + 11 100 11111

wac(11) 1 011 -rac(00) 101 0 + 00 101 00101

wa(00) 1 010 -rac(01) 000 0 + 11 000 11101

wa(01) 1 111 -rac(10) 100 0 + 00 100 00010

wa(10) 1 011 -rac(11) 011 0 + 11 011 11101

wa(11) 1 100 -ra(11) 100 0 + 11 100 11010

wac(11) 1 011 -ra(10) 011 0 + 00 011 11101

wac(10) 1 100 -ra(01) 111 0 + 11 111 11101

wac(01) 1 000 -ra(00) 010 0 + 00 010 11111

wac(00) 1 101 -rac(11) 011 0 + 11 011 11011

wa(1) 1 100 -rac(10) 100 0 + 00 100 11111

wa(10) 1 011 -rac(01) 000 0 + 11 000 11000

wa(01) 1 111 -rac(00) 101 0 + 00 101 11101

wa(00) 1 010 -ra(11) 100 0 + 11 100 11010ra(10) 011 0 + 00 011 11101ra(01) 111 0 + 11 111 11101ra(00) 010 0 + 00 010 11111


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