Simba reMitemo yaKirchhoff

Gustav Robert Kirchhoff (Königsberg, Kurume 12, 1824 -Berlin, Gumiguru 17, 1887) aive chiremba wefizikisi weGerman, uyo mupiro wake mukuru wesainzi kumitemo inozivikanwa yeKirchhoff yakanangana neminda yemaseketi emagetsi, dzidziso yemahwendefa, Optics, spectroscopy uye hutema hutema nemagetsi. " [Poshi]

"Mitemo yaKirchhoff" [2] inoonekwa semhepo uye hukama hwazvino pakati pezvakasiyana zvinhu zvemagetsi network.

Iyi mitemo miviri yakapusa, asi "ine simba", sezvo pamwe chete ne Mutemo waOmm bvumidza kugadzirisa manetwork emagetsi, ndiko kuti, kuziva hunhu hwenzvimbo uye ma voltage echinhu, nekudaro uchiziva hunhu hweanoshanda uye anongoita zvinhu zve network.

Tinokukoka iwe kuti uone chinyorwa che Mutemo waOmm nezvakavanzika zvawo

Mutemo waOmm nezvakavanzika zvawo chinyorwa chinovhara
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ZVINOKOSHA ZVINOKOSHA Mutemo waKirchhoff:

Mune network yemagetsi zvinhu zvinogona kubatanidzwa nenzira dzakasiyana zvichienderana nezvinodiwa uye zvinoshandiswa netiweki. Zvekudzidza kwema network, terminology senge node, meshes uye matavi anoshandiswa. Ona mufananidzo 1.

Electric Network mumutemo waKirchhoff:

Dunhu rinoumbwa nezvinhu zvakasiyana senge mota, ma capacitor, kuramba, pakati pevamwe.

Nzvimbo:

Nzvimbo yekubatanidza pakati pezvinhu. Inofananidzirwa nepfungwa.

Rama:

Bazi renetiweki ndiyo conductor kuburikidza nayo iyo magetsi emagetsi eiyo imwechete simba anotenderera. Bazi rinogara riri pakati pemapfundo maviri. Iwo matavi anofananidzirwa nemitsara.

Mesh:

Mugwagwa wakavharwa mudunhu.

Mufananidzo 1 Zvinhu zveMagetsi network (https://citeia.com/)

Mumufananidzo 2 pane yemagetsi network ine:

Mufananidzo 2 (A) 2-mesh, 2-node magetsi network (https://citeia.com)
Mufananidzo 2 B Meshes yemagetsi network (https://citeia.com)

-FIRST MUTEMO WEKIRCHOFF "Mutemo weNazvino kana Mutemo weNodhi"

Mutemo wekutanga waKirchhoff unoti "Iyo algebraic huwandu hwenzvimbo dzenzvimbo dziri munzvimbo isina zero" [3]. Masvomhu inomiririrwa neshoko (ona fomula 1):

Fomura 1 "Iyo algebraic sum yemafashamu akasimba mune node zero"

Kuisa iyo Kirchhoff Yemutemo Mutemo vanotariswa "Zvakanaka" mazaya anopinda node, uye "Negative" mafungu arikubuda munode. Semuenzaniso, pamufananidzo 3 pane node ine matavi matatu, uko iko kusimba kwazvino (if) uye (i3) kuri kwakanaka kubva pavanopinda munzvimbo, uye iko kusimba kwazvino (i1), iyo inosiya iyo node, inoonekwa seisina kunaka; Nekudaro, kune iyo node iri mumufananidzo 2, mutemo wazvino waKirchhoff unosimbiswa se:

Mufananidzo 3 Kirchhoff mutemo wazvino (https://citeia.com)
Cherekedza - Algebraic sum: mubatanidzwa wekuwedzera uye kubvisa kwehuwandu hwakazara. Imwe nzira yekuita algebraic yekuwedzera ndeyekuwedzera iyo yakanaka nhamba kunze kwenhamba dzisina kunaka wozoibvisa. Chiratidzo chemhedzisiro chinoenderana nekuti ndeapi manhamba (akanaka kana akaipa ari makuru).

Mumitemo yaKirchhoff, mutemo wekutanga wakanangana nemutemo wekuchengetedza mutero, iyo inotaura kuti iyo algebraic huwandu hwemagetsi emagetsi mukati memagetsi network haushanduke. Nekudaro, hapana mambure ekuchaja anochengetwa munzvimbo, nekudaro, huwandu hwenzvimbo dzemagetsi dzinopinda munzvimbo iyi dzakaenzana nehuwandu hwemvura dzinoisiya.

Fomula 2 Mutemo wekutanga weKirchhoff wakavakirwa pamutemo wekuchengetedza mari

Zvimwe unogona kuva nechido: Simba reMutemo waWatt

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-MUTEMO WECHIPIRI WAKIRCHHOFF "Mutemo weTension "

Mutemo wechipiri waKirchhoff unoti "iyo algebraic huwandu hwekushushikana kwakatenderedza nzira yakavharwa zero" [3]. Masvomhu inomiririrwa neshoko iri: (ona fomula 3)

fomura 2 Mutemo weTension

Mumufananidzo 4 pane netiweki yemagetsi yemessage: Zvinosimbiswa kuti yazvino "i" inotenderera mumeshoni munzira yakatarisa nguva.

Mufananidzo 4 sisitimu yemagetsi yemeshoni (https://citeia.com)

-KUSHANDURA KWEMAITIRO NEMITEMO YEKIRCHHOFF

General maitiro

ZVINOGONESESWA ZVAKAITWA:

Exercise 1. Zvemagetsi network inoratidza:
a) Nhamba yematavi, b) Nhamba yemapfundo, c) Nhamba yemashes.

Mufananidzo 5 Exercise 1 magetsi network (https://citeia.com)

Solution:

a) Iyo network ine matavi mashanu. Mumufananidzo unotevera bazi rimwe nerimwe rinoratidzwa pakati pemitsara ine madonhwe bazi rimwe nerimwe:

Mufananidzo 6 Dunhu remagetsi rine matavi mashanu (https://citeia.com)

b) Iyo network ine node nhatu, sezvakaratidzwa mumufananidzo unotevera. Idzo nodhi dzinoratidzwa pakati pemitsara ine mitsetse:

Mufananidzo 7 Dunhu kana yemagetsi network ine node nhatu (https://citeia.com)

c) Mambure ane matatu meshes, sezvakaratidzwa mumufananidzo unotevera:

Mufananidzo 8 Circuit kana yemagetsi network ine 3 Meshes (https://citeia.com)

Exercise 2. Sarudza yazvino i uye ma voltages echinhu chimwe nechimwe

Mufananidzo 9 Kuita 2 (https://citeia.com)

Solution:

Iyo yemagetsi network ndeye mesh, uko iko kusimba kumwechete kwazvino kutenderera kunosarudzwa se "i". Kugadzirisa network yemagetsi shandisa iyo Mutemo waOmm pane yega resistor uye Kirchhoff's voltage mutemo pane mesh.

Mutemo waOmm unoti iwo voltage yakaenzana nekuwanda kwemagetsi emagetsi nguva kukosha kwekupikisa.

Fomura 3 Mutemo waOmm

Saka, yekurwisa R1, V magetsiR1 es:           

Fomura 4 Voltage R1

Zvekurwisa R2, V magetsiR2 es:

Fomura 5 Voltage VR2

Kuisa Kirchhoff's Voltage Mutemo pane mesh, uchiita rwendo rwacho nenzira yakatenderera:

Fomura 6 Kushandisa Kirchhoff's Voltage Mutemo pane mesh,

Kutsiva aya ma volt tinawo:

Fomula 7 Kirchhoff's Voltage Mutemo mune mesh

Izwi iri rapfuudzwa nechiratidzo chakanakira kune rimwe divi rekuenzana, uye kusimba kwazvino kunojekeswa

Fomura 8 Yakazara yazvino mune akateedzana wedunhu nemeshi mesh

Izvo zvimiro zvevhoriyamu sosi uye magetsi emagetsi zvinotsiviwa:

Fomula 9 Yese yazvino kusimba mune akateedzana wedunhu

Iko kusimba kwazvino kuyerera kuburikidza nemambure ndiko: ini = 0,1 A

Iyo voltage pamhepo inopikisa R1 es:

Fomula 10 Kuramba Voltage VR1

Iyo voltage pamhepo inopikisa R2 es:

Fomula 11 Kuramba Voltage VR2

Mhedzisiro:

CONCLUSIONS kumutemo waKirchhoff

Kudzidza kweMirayiro yaKirchhoff (Mutemo waKirchhoff wezvezvino, mutemo wemagetsi weKirchhoff), pamwe chete nemutemo waOmm, ndiwo mabhesiki akakosha ekuongororwa kwechero magetsi network.

Nemutemo wazvino waKirchhoff uyo unoti huwandu hwemaalgebra hwemvura iri munzvimbo iri zero, uye mutemo wemagetsi unoratidza kuti algebraic sum yemakakatanwa mumahosi izero, hukama pakati penzvimbo uye voltages hunotsanangurwa mune chero magetsi network yezvinhu zviviri kana kudarika.

Con el amplio uso de la electricidad en la industria, comercio, hogares, entre otros, las Leyes de Kirchhoff se utilizan diariamente para el estudio de infinidades de redes y sus aplicaciones.

Tinokukoka iwe kuti usiye makomendi ako, kusahadzika kana kukumbira chikamu chechipiri cheichi chakakosha KIRCHOFF MUTEMO uyezve iwe unogona kuona edu apfuura zvinyorwa se Magetsi kuyera zviridzwa (Ohmmeter, Voltmeter uye Ammeter)

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