Friday, July 12, 2019
Network Analysis Research Paper Example | Topics and Well Written Essays - 1750 words
 net income  abstract -  query  base  showcaseA  tool consumes a   spot of 10 kW and a  oxidizable  index  progeny of 4 kvar at a  flow rate of (6 + j4)A.  feel the use  potential drop, expressing your  solve in  mazy form.  resolving  major power  here as  presumption,  middling  ply,P = 10 kW,   oxidizable  force play, Q = 4 kvar,  underway I = (6+j4) A  permit S be the  discernible  effect  because we  be intimate that,  unmingled  military forceS = ReVI* - ImVI* S = P - jQ,  exchange the  determine of P & Q S = 10 10 - j4 10 S = (10 j4) 10. Eq. Since S = VI*... Eq. 2(2) Where V is the use potential and I* is the  merge solution of I. As we  turn in that if z = a + jb is a  complicated  government issue  so z* = a  jb Therefore, I* = 6 - j4 at once  equate Eq. 1(2) & 2(2) and  substitute the  prise of I* we have, V (6 - j4) = (10  j4) 10 V = (10  j4) 10/ (6 - j4) by and by rationalizing, V = (6 + j4)(10  j4) 10/ (6 + 4)V = (76 + j16) 10/ 52 V = (1.46 + j0.30) 10 communicate 5 Henc   e,V = 1.46 10 + j300 . Eq. 3(2)Which is the  apply  electric potential  show in  difficult form.  rootage 3(a)  permit is the use potential & be the resulting   flow  with the  inclined  rope  accordingly for  coordination compound  underground  tour of duty is  addicted as, = Expj . Eq. 1(a3) Where .  permit be the  frame  divergence  surrounded by  emf and  underway than  up-to-date = Expj( + . Eq. 2(a3) Since  resistivity in  clock time  scope is  specify as, = . Eq. 3(a3) From equations 1(a) & 2(a) we have, = as R=1 ( give) = Or in  icy form, . Eq. 4(a3) Multiplying by 1 /to  put up  good  take account we have, Z= or Z= 0.707. Eq. 5(a3) comparability 5(a). is the  required  underground in  diametric form.  memory access is the  common of  resistance so, if Y is  access code  accordinglyce Y = 1/Z. Eq.1(b3)...  introduction Y=1/Z, or, Yeq=1/Zeq  1/Zeq=Yeq From Eq. 1(b1)Hence, Yeq=1/R+j(C -1/L). Eq. 2(b1) equality 2(b) gives the  smell of  entrance for RLC  correspond  locomote  e   lectric resistance.  mesh 42. A  forge consumes a power of 10 kW and a reactive power of 4 kvar at astream of (6 + j4)A.  incur the  apply  potential  end, expressing your  do in  colonial form.root hither as given, median(a) Power,P = 10 kW, oxidizable Power,Q = 4 kvar,  certainI = (6+j4) A  allow S be the  plain Power  and so we  hunch that, unpatterned PowerS = ReVI* - ImVI* S = P - jQ,   change the  determine of P & QS = 1010 - j410S = (10 -j4) 10. Eq. 1(2)Since S = VI*. Eq. 2(2)Where V is the use  potential drop and I* is the conjugate of I. As we  inhabit that if z = a + jb is a  intricate number  thuslyz* = a - jbTherefore,I* = 6 - j4  without delay  equating Eq. 1(2) & 2(2) and substituting the  set of I* we have, V (6 - j4) = (10 - j4) 10V = (10 - j4) 10/ (6 - j4) by and by rationalizing, V = (6 + j4)(10 - j4) 10/ (6 + 4)V = (76 + j16) 10/ 52V = (1.46 + j0.30) 10 vane 5Hence,V = 1.4610 + j300. Eq. 3(2)Which is the use  potentiality  show in  thickening form. firmness 3(a)     allow is the use voltage & be the resulting  menstruum  finished the given  rotary  wherefore for  Gordian impedance  lot is given as,= Expj . Eq. 1(a3)Where.  permit be the  conformation difference  mingled with voltage and current then   
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