Closed retroinspect closed 1 year ago
What does it mean by alphabet(ABCDEFG) from below image?
The image shows the 2 different distributions of data "ABCDEFG" (fig a), (fig b) on physical NAND memory where each sector can contain only 1 character.
Why does combination of physical - logial map compute into 20^4?
Exact # of possible distribution of l (<= 8) characters over n physical units is as follows: (see slide 17 of Nov 1st lecture slides)
What does it mean by alphabet(ABCDEFG) from below image?
The image shows the 2 different distributions of data "ABCDEFG" (fig a), (fig b) on physical NAND memory where each sector can contain only 1 character.
Thank you for kind response. I wonder the distribution of ABCDEF with given SAMs (like leftmost table) are deterministic. I think leftmost table only specifies where data should be in, but not fixes which data is in where.
I think leftmost table only specifies where data should be in.
Yes, you are right.
What does it mean by alphabet(ABCDEFG) from below image?![image](https://user-images.githubusercontent.com/48230029/206652782-5344d562-cf9b-4543-be47-9e4a789747ef.png)
Why does combination of physical - logial map compute into 20^4? With allowing a physical sector to be mapped into multiple logical sectors: Each cell of leftmost table (from above image) can have 0/1/.../(max physical sector index)-1 and no value. I think it should be ( 5(=number of physical unit) * 4(=number of sector/unit) ) ^ 5 (=number of sector/unit + 1).
With restriction of physical sector maps into at most one logical sector: 5(=number of physical unit) 4(=number of sector/unit) Combination 4 (=number of sector/unit) => `(20191817) / (432*1)`