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h?Bb TTHB+iBQM Bb `2HHv bBKTH2X h?2 KBM `2bQM 7Q` F22TBM; Bi bBKTH2 Bb i?i i?2 T`Q;`K Kmbi #2 b?Q`i #2+mb2 Q7 i?2 HBKBi2/ 2M2`;v 7`QK 2H2+i`QK;M2iB+ ;2M2`iQ`X q?2M *?`QM ;2ib TQr2`- Bi b2M/b M BM+`2K2Mi2/ pHm2 iQ S* M/ biQ`2b i?2 K2KQ`vX 6Q` i?2 HB;?i brBi+? Bb b2M/BM; Dmbi M BKTmHb2 bm{+B2Mi- #2+mb2 i?2 +QMi`QH bvbi2K Q7  #mBH/BM;- BM i?Bb +b2 i?2 S*- FMQrb i?2 T`2pBQmb bii2 M/ Dmbi BMp2`ib bii2 Q7 HB;?i +QMi`QHH2/ #v i?2 brBi+?X h?2 pHm2 Q7 i?2 p`B#H2 r?B+? Bb b2Mi iQ i?2 S* Bb Dmbi T`QQ7 i?i i?2`2 Bb 2MQm;? 2M2`;v 7Q` #bB+ 2M+`vTiBQM 7Q` BM+`2b2/

b2+m`Biv- bQ i?i MQ#Q/v +M b2M/  bB;MH r?B+? +M +QMi`QH i?2 HB;?ib +QMi`QHH2/

#v i?2b2 brBi+?2b mbBM; bQK2 FBM/ Q7 ?+FBM; /2pB+2X "v i?Bb `2bQM Bb M2+2bb`v iQ ?p2 2MQm;? 2M2`;v iQ biQ`2 *?`QMǶb K2KQ`vX Ai Bb M22/2/ 7Q` i?2 2M+`vTiBQM

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6B;m`2 jXky, .B;`K Q7 i?2 HB;?i brBi+? TTHB+iBQM

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h?2 +H+mHiBQMb BM i?Bb +b2 `2 p2`v `Qm;?- #2+mb2 2M2`;v 7`QK i?2 2H2+i`QK;M2iB+

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brBi+?BM;X

h?2 2M2`;v +QMbmKTiBQM Bb i?2 #Hm2 +m`p2 BM };m`2 jXkR- i?2 ;`22M HBM2 Bb i?2 QmiTmi pQHi;2 Q7 i?2 2H2+i`QK;M2iB+ ;2M2`iQ`- i?2 Tm`TH2 QM2 Bb i?2 a*G +?MM2H

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T`i Bb i?2 biQ`2 QT2`iBQMX AM i?2 }`bi T?b2 Q7 biQ`2- i?2 K2KQ`v Bb }HH2/ rBi?

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e3

6B;m`2 jXkR, GB;?i brBi+? TTHB+iBQM TQr2` +QMbmKTiBQM

MQi bm{+B2Mi- Bi HbQ 2tTHBMb i?2 pQHi;2 /`QT #27Q`2 `2H bi`iX i i?2 2M/ +M #2 b22M b2`B2b Q7 TmHb2bX h?2b2 TmHb2b `2 i?2 2M/ b2bbBQM Q7 i?2 *?`QM J*l r?2M pQHi;2 /`QTb #2HQr  +2`iBM H2p2HX 6Q` KQ`2 bBKTH2 +H+mHiBQM i?2 pQHi;2 /m`BM;

+QKKmMB+iBQM Bb +QMbB/2`2/ b QM2 pHm2- b i?2 pQHi;2 /m`BM; i?2 TmHb2b i i?2 2M/ Q7 b2bbBQMX

Ç hBK2 Q7 QM2 T`Q;`K +v+H2b TC = 34, 39ms

Ç hBK2 Q7 mMbm++2bb7mH im`MBM; QM Q7 *?`QM TU R = 1.3ms Ç hBK2 Q7 bm++2bb7mH im`MBM; QM Q7 *?`QM TSR = 697µs Ç hBK2 Q7 +QKKmMB+iBQM TCOM = 7, 21ms

Ç hBK2 Q7 }`bi T`i Q7 biQ`2 QT2`iBQM TST 0 = 1.09ms

Ç hBK2 Q7 TmHb2 #2ir22M }`bi M/ b2+QM/ T`i Q7 biQ`BM; QT2`iBQM TST 1 = 42.05µs

Ç hBK2 Q7 b2+QM/ T`i Q7 biQ`BM; QT2`iBQM TST 2 = 5.35ms

Ç hBK2 Q7 TmHb2 #2ir22M b2+QM/ M/ i?B`/ T`i Q7 biQ`BM; QT2`iBQM TST 3 = 443, 8µs

eN

Ç hBK2 Q7 i?B`/ T`i Q7 biQ`BM; QT2`iBQM TST 4 = 1, 11ms

Ç hBK2 Q7 +iBp2 KQ/2 7i2` T`Q;`K 2t2+miBQM TACT = 12.02ms Ç hBK2 Q7 pQHi;2 /`QT #27Q`2 2M/ b2bbBQM TDR = 2.54ms

"2+mb2 Q7 i?2 KQmMi Q7 pHm2b i?2 +H+mHiBQM Q7 p2`;2 bmTTHv +m``2Mi rb /BpB/2/ BMiQ i?`22 T`ibX 6B`bi IC1 Bb i?2 2M2`;v +QMbmKTiBQM Q7 i?2 T`Q;`K mMiBH i?2 2M/ Q7 +QKKmMB+iBQM- b2+QM/ IC2 Bb 2M2`;v +QMbmKTiBQM Q7 i?2 biQ`2 QT2`iBQM

M/ IC3 Bb i?2 `2biX h?2 }`bi T`i 7QHHQrbX

h?2 b2+QM/ T`i,

IC2 = TST 0∗ VST 0+ TST 1∗ VST 1+ VST 2∗ TST 2+ TST 3∗ VST 3+ TST 4∗ VST 4

(TST 0+ TST 1+ TST 2+ TST 3+ TST 4) ∗ R =

= 1, 09 ∗ 35, 5 + 0, 042 ∗ 53, 5 + 5, 35 ∗ 37 + 0, 444 ∗ 145 + 1, 11 ∗ 34

(1, 09 + 0, 042 + 5, 35 + 0, 444 + 1, 11) ∗ 10 = 4, 24mA UjXk8V

M/ i?2 i?B`/ T`i,

IC3 = TACT ∗ VACT + TDRVACT+V2 BES + TES∗ VES

(TACT + TDR + TES) ∗ R =

= 12, 02 ∗ 44 + 2, 54 ∗ 44+252 + 2, 58 ∗ 19

(12, 02 + 2, 54 + 2, 58) ∗ 10 = 3, 88mA UjXkeV

M/ HH T`ib iQ;2i?2` `2 i?2 p2`;2 bmTTHv +m``2Mi Q7 i?2 r?QH2 T`Q;`K +v+H2X

IC = IC1∗ (TU R+ TSR+ TCOM) + IC2∗ (TST 0+ TST 1+ TST 2+ TST 3+ TST 4) TC

+

+IC3∗ (TACT + TDR+ TES) TC

=

= 4, 36 ∗ (1, 3 + 0, 697 + 7, 21) + 4, 24 ∗ (1, 09 + 0, 042 + 5, 35 + 0, 444 + 1, 11)

34, 39 +

+3, 88 ∗ (12, 02 + 2, 54 + 2, 58)

34, 39 = 4, 09mA UjXkdV

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