Кривые модифицированных откликов у ( t ) на g ( t ) = l(t ) систем с ПФ ( 6 ) для Т = 1с ( а = 1с^-1 ) и значений п = 2 ; 3 ; 5 ; 10 ; 20 ; 40 ] Для полноты картины на рис. 3 приведены кривые откликов на экзогенное единичное воздействие g(t ) = 1(t ) тех же систем с ПФ ( 6 ) для Т = 1с ( а = 1с^-1 ) и значений п = 2 ; 3 ; 5 ; 10 ; 20 ; 40 .
кривой модифицировать отклик у ( t ) на g ( t ) = l(t ) система с ПФ ( 6 ) для Т = 1с ( а = 1с^-1 ) и значение подобный = 2 ; 3 ; 5 ; 10 ; 20 ; 40 ] для полнота картина на рис 3 привести кривая отклик на экзогенный единичный воздействие g(t ) = 1(t ) тот же система с ПФ ( 6 ) для Т = 1с ( а = 1с^-1 ) и значение подобный = 2 ; 3 ; 5 ; 10 ; 20 ; 40 .
ADJ VERB NOUN ADP PUNCT PROPN PUNCT ADP PROPN PUNCT PROPN PUNCT SYM PROPN PUNCT NOUN ADP PROPN PUNCT NUM PUNCT ADP PROPN SYM PROPN PUNCT CCONJ SYM NUM PUNCT CCONJ NOUN ADJ SYM NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT ADP NOUN NOUN ADP NOUN NUM VERB ADJ NOUN ADP ADJ ADJ NOUN PROPN PUNCT SYM PROPN PUNCT DET PART NOUN ADP PROPN PUNCT NUM PUNCT ADP PROPN SYM PROPN PUNCT CCONJ SYM NUM PUNCT CCONJ NOUN ADJ SYM NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT
ADJ VERB NOUN ADP PUNCT PROPN PUNCT ADP PROPN PUNCT PROPN PUNCT SYM PROPN PUNCT NOUN ADP PROPN PUNCT NUM PUNCT ADP PROPN SYM PROPN PUNCT CCONJ SYM NUM PUNCT CCONJ NOUN ADJ SYM NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT ADP NOUN NOUN ADP NOUN NUM VERB ADJ NOUN ADP ADJ ADJ NOUN PROPN PUNCT SYM PROPN PUNCT DET PART NOUN ADP PROPN PUNCT NUM PUNCT ADP PROPN SYM PROPN PUNCT CCONJ SYM NUM PUNCT CCONJ NOUN ADJ SYM NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT NUM PUNCT
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