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HYB18T512400B2C Scheda tecnica(PDF) 57 Page - Qimonda AG |
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HYB18T512400B2C Scheda tecnica(HTML) 57 Page - Qimonda AG |
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57 / 69 page ![]() Internet Data Sheet Rev. 1.12, 2007-05 57 10062006-YPTZ-CDR7 HY[B/I]18T512[40/80/16]0B2[C/F](L) 512-Mbit Double-Data-Rate-Two SDRAM 7.3 Jitter Definition and Clock Jitter Specification Generally, jitter is defined as “the short-term variation of a signal with respect to its ideal position in time”. The following table provides an overview of the terminology. TABLE 49 Average Clock and Jitter Symbols and Definition Symbol Parameter Description Units t CK.AVG Average clock period t CK.AVG is calculated as the average clock period within any consecutive 200-cycle window: (1) N=200 ps t JIT.PER Clock-period jitter t JIT.PER is defined as the largest deviation of any single tCK from tCK.AVG: t JIT.PER = Min/Max of {tCKi – tCK.AVG} where i = 1 to 200 t JIT.PER defines the single-period jitter when the DLL is already locked. t JIT.PER is not guaranteed through final production testing. ps t JIT(PER, LCK) Clock-period jitter during DLL-locking period t JIT(PER,LCK) uses the same definition as tJIT.PER, during the DLL-locking period only. t JIT(PER,LCK) is not guaranteed through final production testing. ps t JIT.CC Cycle-to-cycle clock period jitter t JIT.CC is defined as the absolute difference in clock period between two consecutive clock cycles: t JIT.CC = Max of ABS{tCKi+1 – tCKi} t JIT.CC defines the cycle- to- cycle jitter when the DLL is already locked. t JIT.CC is not guaranteed through final production testing. ps t JIT(CC, LCK) Cycle-to-cycle clock period jitter during DLL-locking period t JIT(CC,LCK) uses the same definition as tJIT.CC during the DLL-locking period only. t JIT(CC,LCK) is not guaranteed through final production testing. ps t ERR.2PER Cumulative error across 2 cycles t ERR.2PER is defined as the cumulative error across 2 consecutive cycles from t CK.AVG: (2) n=2 for t ERR(2per) where i = 1 to 200 ps tCK.AVG 1 N ----. tCKj j1 = N ∑ ⎝⎠ ⎜⎟ ⎜⎟ ⎛⎞ = tERR 2per () tCKj ji = in 1 – + ∑ ⎝⎠ ⎜⎟ ⎜⎟ ⎛⎞ ntCK avg () × – = |
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