2018
DOI: 10.1007/s10586-018-2552-x
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Design of test pattern generator (TPG) by an optimized low power design for testability (DFT) for scan BIST circuits using transmission gates

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Cited by 16 publications
(5 citation statements)
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“…Concerning the proposed 3-bit TPG, the weight generation is defined as the convolution of the 'm-1' binary additions multiplexed with pseudo primary seeds. Here, the proposed TPG requires only 'm' binary additions and one selection, as shown in equation (4). WE is the estimated weight to be obtained at the ( +1)-th clock cycle, and k denotes the total number of clocks in equation (5).…”
Section: =0mentioning
confidence: 99%
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“…Concerning the proposed 3-bit TPG, the weight generation is defined as the convolution of the 'm-1' binary additions multiplexed with pseudo primary seeds. Here, the proposed TPG requires only 'm' binary additions and one selection, as shown in equation (4). WE is the estimated weight to be obtained at the ( +1)-th clock cycle, and k denotes the total number of clocks in equation (5).…”
Section: =0mentioning
confidence: 99%
“…The successive weights are generated as an even parity of '0' and an odd parity of '1' concurrently by the Galois operation using equation (1). Additionally, the last term W [∑ −1 =0 ], indicated in equation (4), is assumed to be W[x0] = WA in the TPG. Initially, the weight WA accumulates in the weighted Mux, and later, at the ( + 1)-th iteration, the weight WE is achieved.…”
Section: Figure 5 Flowchart Of the Proposed Weighted Pseudorandom Tpmentioning
confidence: 99%
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“…The MBIST controller usually works on test algorithms for finding defects and their types in embedded memories [11,12]. Testing the embedded memories by the test-pattern generator (TPG), using a scan chain method, is proposed in the research [13,14] to target less power consumption. Test time and test power are analyzed by the proposed scan chain architecture and LFSR.…”
Section: Introductionmentioning
confidence: 99%