Xác định dạng phương trình mạch 4 cực potx

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Xác định dạng phương trình mạch 4 cực potx

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   !" #$! %&%  '()''*'+)'*  ()'*'+)* ,  )''('-*'./%*(0 *''+*1+2345  )''(──────────./%*(0 *'  67*(0898*'(* , :)''('++234(0+;2  '*''+*1+2345  )'(<./%*'(0:)'(───────────  **  67*'(0898*(*:)'(+234('0+;2    *1+2345  )'(─./%*(0:)'(───────  *'*'  67*(0898*'(*:)'(+234('0+;2 =>8?@# *1+2345  )(──(───────(+234('0(;2 ** , , 0+;2'0+;2 :AB@CD8)( '0+;2'0+;2 :E/=>8?@C78/FG@H8/@/I8/@JK  '(10+;25*'+1'0+;25*  (1'0+;25*'+1'0+;25*   L)(10+;251'0+;25M1'0+;25  ('00+;02  /NOP&8?QRB8/S?%TBGUGAB@CD8@BGV  ''(1M25-WX'(Y1Z+25-';X  '(1Z+25-';X(1'[+25-  /=>8?@C78/FG@H8/@/IJK  *'(11Y25-W5'M11Z+25-';5*  (11Z+25-';5'+11'[+25-5* . !" #$! %&%  '()''*'+)'*  ()'*'+)* ,  )''('-*'./%*(0 *''+*1+2 345  )''(──────────./%*(0 *'  67*(0898*'(* , :)''('++2 34 (0+;2  '*''+*1+2 345  )'(<./%*'(0:)'(───────────  **  67*'(0898*(*:)'(+2 34 ('0+;2    *1+2 345  )'(─./%*(0:)'(───────  *'*'  67*(0898*'(*:)'(+2 34 ('0+;2 =>8?@# *1+2 345  )(──(───────(+2 34 ('0(;2 ** , , 0+;2'0+;2 :AB@CD8)( '0+;2'0+;2 :E/=>8?@C78/FG@H8/@/I8/@JK  '(10+;25*'+1'0+;25*  (1'0+;25*'+1'0+;25*   L)(10+;251'0+;25M1'0+;25  ('00+;02  /NOP&8?QRB8/S?%TBGUGAB@CD8@BGV  ''(1M25-WX'(Y1Z+25-';X  '(1Z+25-';X(1'[+25-  /=>8?@C78/FG@H8/@/IJK  *'(11Y25-W5'M11Z+25-';5*  (11Z+25-';5'+11'[+25-5* . !" #$! %&%  '()''*'+)'*  ()'*'+)* ,  )''('-*'./%*(0 *''+*1+2 345  )''(──────────./%*(0 *'  67*(0898*'(* , :)''('++2 34 (0+;2  '*''+*1+2 345  )'(<./%*'(0:)'(───────────  **  67*'(0898*(*:)'(+2 34 ('0+;2    *1+2 345  )'(─./%*(0:)'(───────  *'*'  67*(0898*'(*:)'(+2 34 ('0+;2 =>8?@# *1+2 345  )(──(───────(+2 34 ('0(;2 ** , , 0+;2'0+;2 :AB@CD8)( '0+;2'0+;2 :E/=>8?@C78/FG@H8/@/I8/@JK  '(10+;25*'+1'0+;25*  (1'0+;25*'+1'0+;25*   L)(10+;251'0+;25M1'0+;25  ('00+;02  /NOP&8?QRB8/S?%TBGUGAB@CD8@BGV  ''(1M25-WX'(Y1Z+25-';X  '(1Z+25-';X(1'[+25-  /=>8?@C78/FG@H8/@/IJK  *'(11Y25-W5'M11Z+25-';5*  (11Z+25-';5'+11'[+25-5* . !" #$! %&%  '()''*'+)'*  ()'*'+)* ,  )''('-*'./%*(0 *''+*1+2 345  )''(──────────./%*(0 *'  67*(0898*'(* , :)''('++2 34 (0+;2  '*''+*1+2 345  )'(<./%*'(0:)'(───────────  **  67*'(0898*(*:)'(+2 34 ('0+;2    *1+2 345  )'(─./%*(0:)'(───────  *'*'  67*(0898*'(*:)'(+2 34 ('0+;2 =>8?@# *1+2 345  )(──(───────(+2 34 ('0(;2 ** , , 0+;2'0+;2 :AB@CD8)( '0+;2'0+;2 :E/=>8?@C78/FG@H8/@/I8/@JK  '(10+;25*'+1'0+;25*  (1'0+;25*'+1'0+;25*   L)(10+;251'0+;25M1'0+;25  ('00+;02  /NOP&8?QRB8/S?%TBGUGAB@CD8@BGV  ''(1M25-WX'(Y1Z+25-';X  '(1Z+25-';X(1'[+25-  /=>8?@C78/FG@H8/@/IJK  *'(11Y25-W5'M11Z+25-';5*  (11Z+25-';5'+11'[+25-5*

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Mục lục

  • Câu 3 chương 4: Hãy xác định 2 dạng phương trình đặc tính bất kỳ của mạch 4 cực sau:

  • Slide 2

  • Slide 3

  • Slide 4

  • Slide 5

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