Key points are not available for this paper at this time.
This paper describes a new dual-mode error-coding scheme for a large-size bubble memory. The scheme is designed to preserve the nonvolatility property of bubbles against random single-bit errors and occasional massive data loss caused by failure of a module or a card. The objective in this design was to obtain reasonable amount of fault tolerance in a cost-effective manner without substantial increase in normal ECC (error correcting code) redundancy. In this memory, blocks of data are accessed sequentially in the form of m-byte words, which corresponds to interleaved or parallel operation of m bubble modules. Each word contains one check byte. A group of N words forms a block with an additional end-of-block check byte in the Nth word. The word ECC, in its primary mode, routinely corrects random single-bit errors. In the presence of larger errors, caused by an oncoming module failure, the interaction between the word ECC and the end-of-block check provides detection and isolation of the failing module. The word ECC, then in its secondary mode, provides recovery of a large amount of data lost in the failing module. The bubble memory is then reconfigured, bypassing the failed module before restoring the data.
A. M. Patel (Mon,) studied this question.
Synapse has enriched 5 closely related papers on similar clinical questions. Consider them for comparative context: