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📄 timedx2_fir.bak

📁 ADS中实现记忆多项式模型
💻 BAK
📖 第 1 页 / 共 3 页
字号:
1     7.700    0 010    11    "TimedX2_FIR"    2    1110577670    0    53    1    090    "pt_timed_df"  1  1 0 `1`90    "pt_timed"  1  1 0 `4`90    "pt_numeric"  1  1 0 `2`90    "pt_instruments"  1  1 0 `2`90    "pt_fixpt-analysis"  1  1 0 `1`90    "pt_edge"  1  1 0 `2`90    "pt_agilent89600"  1  1 0 `3`90    "pt_ael_mangling"  1  1 0 `1`90    "pt_fix_pins"  1  1 0 `1`90    "pt_tdscdma"  1  1 0 `1`20    0    ""    -6000 -12541 13934 4000 1    2 -3 1    1110577670    0    "mil_schematic.prf" "schematic.lay"90    "VIEW_LAYER_NUMBER"  1  1 0 `4`30    112221832    1    "signalIn"    1    0    0    112210008    112182584    110693736    0    4875 -4500 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112210008    1    "signalOut"    2    1    0    0    112182584    110853752    0    6625 -4500 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112213496    1    "signalIn"    1    0    0    112244512    112213144    112589376    0    3375 3625 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112244512    1    "signalOut"    2    1    111816744    0    112213144    111080160    0    5125 3625 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112243584    1    "input"    1    0    111081904    112181008    110864416    112958784    0    1625 -10875 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112181008    1    "output#1"    2    1    111095472    112180864    110864416    112963376    0    3375 -11000 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112180864    1    "output#2"    3    1    111097792    0    110864416    81061752    0    3375 -10750 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112154136    1    "input"    1    0    0    111081904    111119504    81061696    0    -1125 -10750 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111081904    1    "output#1"    2    1    0    111082048    111119504    112958784    0    625 -10875 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111082048    1    "output#2"    3    1    0    0    111119504    104382096    0    625 -10625 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111574256    1    "in"    1    2    111810168    111631784    112587992    81058928    0    6875 -11625 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111631784    1    "out"    2    2    0    0    112587992    112544448    0    8500 -11625 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111095472    1    "input1"    1    0    0    111809904    108632424    112963376    0    5125 -11625 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111809904    1    "input2"    2    2    111097936    111810168    108632424    112112408    0    6000 -10750 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111810168    1    "output"    3    2    0    0    108632424    81058928    0    6875 -11625 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111097792    1    "input"    1    0    0    111097936    112302144    81061752    0    4125 -10250 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111097936    1    "output"    2    1    0    0    112302144    112112408    0    5875 -10250 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112183064    1    "input"    1    0    0    112182920    112235064    112283104    0    1750 -125 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112182920    1    "output"    2    1    112177152    0    112235064    112958976    0    3500 -125 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112209864    1    "input1"    1    0    111710256    112177152    112175264    112954464    0    2625 -2375 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112177152    1    "input2"    2    2    0    110878928    112175264    112958976    0    3500 -1500 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    110878928    1    "output"    3    2    0    0    112175264    0    0    4375 -2375 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    110013168    1    "in"    1    2    0    110012752    111601880    0    0    5125 -2375 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    110012752    1    "out"    2    2    0    0    111601880    0    0    6750 -2375 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112174040    1    "in"    1    2    112158528    112173896    112188760    112589376    0    3125 1750 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    112173896    1    "out"    2    2    112244512    0    112188760    111080160    0    4750 1750 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111084736    1    ""    1    2    111573952    0    111064752    104395608    0    12125 875 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111574096    1    "input"    1    0    111816504    111573952    111065040    112958728    0    10125 875 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111573952    1    "output"    2    1    0    0    111065040    104395608    0    11875 875 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111810712    1    "input1"    1    0    0    111816744    110016296    0    0    8000 875 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111816744    1    "input2"    2    2    0    111816504    110016296    111080160    0    8875 1750 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111816504    1    "output"    3    2    0    0    110016296    112958728    0    9750 875 0    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111710080    1    "input"    1    0    0    111710256    111087736    112960128    0    -250 -1625 180000    0   0   1   0   0   ""   0   ""   0   ""   ""   ""30    111710256    1    "output#1"    2    1    0    111710984    111087736    112954464    0    1500 -1750 0    0   0   1   0   0   ""   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