IPS vs. OLED: Nga Rerekētanga Matua mo te Tākaro, Mahi, me ngā Movie
Sep 28
Tirohanga: 467
Ko te pūtahi o ngā pātea e mōhiotia ana e te pūtahi e pātea ana e whai ake i te pūtahi kotahi:
Zeq = Req + jX_eq
Ko tāna rahi:
|Zeq| = √(Req² + Xeq²)
i reira:
Req = te patu o te pūtahi e whānui ana
Xeq = te pātea ngaro
Zeq = te pūtahi e whānui ana e pātea ana ki te pūtahi kotahi
|Zeq| = te rahi pūtahi e whakamahia ana i roto i ngā whakauru pātea pānga
Me pātai katoa te rahi ki te taha pūtahi kotahi.

Pikitia 1. Te Pūtaiao Pātea me te Tauwhāinga Heke
Ko ngā rahi katoa kei te Pikitia 1 he uara e pā ana ki te paerewa tuarua, ā, kua whakakorehia te rārangi whakatō. Ko te hiko pātea heke kei te ripa jI₂X_eq.
E₂ = V₂ + I₂(Req + jXeq)
i reira ko te pūtahi me te mana he pātea. Mo te mātou te rahi mana, ko V₂ te nuinga he iti iho i te E₂. Ka taea e te pātea e pātea ana te kōkiri ki te awhina pūtahi me te whakaitihia te whakatakanga.
Ko te whakatakanga pūtāmi o te pūtahi e whakaahua ana i te rahi o te pūtahi i waenga i te pātea-kore me te ahuatanga pātea kua whakaritea:
Te Whakakatanga Pūtāmi (%) = (VNL − VL) ÷ VL × 100
i reira:
VNL = pūtahi tuarua i te pātea-kore
VL = pūtahi tuarua i te pātea kua whakaritea me te pānga mana
E whakakāhore ana te whakataurite e pā ana ki te pūtahi te mea kotahi, te pāmahana, te tuhinga, me ngā ahuatanga tōmua.
Hei tauira, ki te he pūtahi tuarua 240 V i te pātea-kore me te 230 V i te pātea:
Te Whakakatanga Pūtāmi = (240 − 230) ÷ 230 × 100
Te Whakakatanga Pūtāmi ≈ 4.35%
Ko te pūtahi o ngā pātea me te whāinga pūtāmi e pā ana, engari kaore rātou e rite ki te whāinga kotahi.
| Whāinga |
He aha te tohu |
| Te pūtahi o ngā pātea |
Te rahi whānui me te pātea ngaro e whakaingoatia ana ki te mana |
| Te pātea pānga |
Te pūtahi o ngā pātea e whakaatu ana e pā ana ki ngā uara kōwhiri |
| Te whāinga pūtāmi |
Te huringa i te pūtahi tuarua i waenga i te pātea-kore me te ahuatanga pātea kua whakaritea |
Ko te whakaritenga ngaru teitei he mea whakarei te whakawhānui o te mōrea pūoko o roto, engari ka kaha hoki te pānga ki te hiko pōkeka. Ko te whakahaere pūngao pono ka whakawhirinaki ki te hiko o te uta me te pānga pūngao.
Ko te momo whakararu o te pākete e kīia ana hei % Moana. Ka puta mai i te pāmahana e hiahiatia ana hei whakawhānui i te hiko e whakaratohia ana i te wā o te whakamātautau pōkeka.
Ko te whanaungatanga matua ko:
%Z = VSC ÷ Vrated × 100
i reira:
VSC = pūoko pōkeka, pūoko, nāna i pātea
Vrated = te pāmahana e te tarai e mahia
Hei tauira, ki te hiahia te 400 V e 20 V hei mehua i te hiko e whakaratohia ana i te wā o te whakamātautau pōkeka:
%Z = 20 ÷ 400 × 100
%Z = 5%
Ko te pākete me te 5% kāreti e hiahiatia ana e ia te tata ki te 5% o tana pāmahana e whakaratohia ana hei whakawhānui i te hiko e whakaratohia ana i raro i te tikanga pōkeka i whakatakotoria.
Ko te putanga tuhinga ko:
Zbase = Vrated² ÷ Srated
Ko te pūoko e pā ana ki te:
|Zeq| = (%Z ÷ 100) × Zbase
Mo te pākete toru-pātea, e whakamahi ana i te pūoko toru-pātea o nāu, me te pāmahana rārangi ki te rārangi:
Zbase = VLL² ÷ S3φ
Ko te hiko rārangi e pa ana ki te:
Irated = S3φ ÷ (√3 × VLL)
Ko te pāmahana, pūoko, me te pūoko me kī e tatau ana ki ngā whakaritenga e hiahiatia ana i te taha pākete.
| Tohu |
Äpōpō $Z |
Te tohu %Z |
| Whakarato pūoko pāmai |
Ānō |
Teitei |
| Whakahaere te pūoko rārangi |
I ngā mea pai |
I ngā mea whakahawea |
| Ko te wāhi hiko tūhono e wātea ana |
Teitei |
Ānō |
| Te whakamaru i te hiko pōkeka |
Ānō |
Teitei |
| Te mahi haumaru |
Ka taea teitei |
Ka taea te iti |
Kāore he uara pūoko teitei, he iti e ngahau. Ko te wātea e hiahiatia ana e pa ana ki ngā whakaritenga hiko, te hihi hiko, te pūtaiao o te utaina, me ngā whakaritenga tiaki .
Ka taea te whakamahi i te pūoko % e pa ana ki ngā hiko tāpiri:
ISC,sym ≈ Irated × 100 ÷ %Z
Ka tirohia tēnei tohu ki te hiko angitu matua i te wā o te katahīrā e pā ki te pākete i te wā e mahi ana te hiko e kiī ana hei pāka.
Ka pouri e pā ana ki te hiko kawea, te pūmau matua, te mana.
Mo te pākete me te 5% pūoko:
ISC,sym ≈ Irated × 100 ÷ 5
ISC,sym ≈ 20 × Irated
Mēnā ko te hiko rārangi pāmahana e 100 A:
ISC,sym ≈ 100 × 20
ISC,sym ≈ 2,000 A
Ko tēnei he whakaata kē hei pātae ki te pokanga e pā ana ki te rārangi pākete. Ko te pākanga hangarua me te pātai pūoko, me te pūhoko me te pūoko e wātea ana i te pāoho, ngā pākete, me te pūoko pūoko e hiahiatia ana. Ka korero a Eaton mo te pūoko e neke nei ka puta te kaha o te hiko.
Ko te whakahaere pūngao e pā ana ki te pāka pākete, te whakaroa ngaru, te uhi, me te hiko pūngao.
Ka taea te tahuri i te aha ma te:
%X = √(%Z² − %R²)
Ko te huka huka ko:
k = Iload ÷ Irated
Mo te pānga pākete:
%VR ≈ k(%R cos φ + %X sin φ)
Mo te pānga te-pāhi:
%VR ≈ k(%R cos φ − %X sin φ)
i reira:
%R = te ngaru ki te pākete
%X = te ngaru ki te pūoko
φ = te pākaiti o te uta
k = Iload ÷ Irated
Mo:
%Z = 5.0%
%R = 1.5%
Te pānga pūngao = 0.8
Ko te ngaru ki te pūoko ko:
%X = √(5.0² − 1.5²)
%X ≈ 4.77%
I te uta katoa me te 0.8 te pāhna:
%VR ≈ 1.5(0.8) + 4.77(0.6)
%VR ≈ 4.06%
I te 0.8 pānga te-pāhi:
%VR ≈ 1.5(0.8) − 4.77(0.6)
%VR ≈ −1.66%
| Ko te Tikanga Uta |
Ko te Rauemi He Mōrea |
| Uta māmā |
Ko te Whakahaere Pūoko taputapu |
| Uta pakari |
Ka whakatutuki ki te rynku hui |
| Uta hinga ngxu |
Ko te whakaheke-ā-nuku e pākī ana i te whakaheke voltage |
| Te rahi capacitance e ārahi ana |
Ka taea e te āhuatanga reactive te whakaiti i te whakaheke voltage |
| Te hiko tiimata nui o te mīhini motuhake |
Ka taea te āwhina i te whakaheke voltage tuatoru mō te wā poto |
Ka taea te rahi e ārahi ana te whakaputa i te whakahaere voltage kino, i reira ko te voltage mahitia i te tuatoru kei runga ake i te tohu pūmau.

Ko te whakaahua 2. Te Huitahi Whakamātautau Kāti mō te Uku Impedance me te Ngāwhā Tika i te Auau Māngai
Ko te ammeter e whakaatu ana i te hiko nama o te wāhanga hiko. Ko te wāhanga kotahi, ka mōhiotia hei wāhanga hiko, i te mea ko te atu te wāhanga kati.
%Z = VSC ÷ Vrated,energized × 100
Ka taea te whakawātea i te urupare transformer i te whakamahi i te whakamātautau kati.
Kotahi te wāhanga e kati ana, i te mea ka whakamahia he voltage whakarite iti ki te wāhanga hiko. Ka piki te voltage tae atu ki te hiko nama e rere ana. I te mea kei te kati te wāhanga kotahi, ka tino iti te pānga o te voltage e hiahiatia ana.
Ko te tikanga whakangāwari he:
Kati te wāhanga transformer i kōwhirihia mā te whakamahi i te hono tika te reiti.
Tākina he voltage whakarite iti ki te wāhanga hiko.
Piki te voltage gradually tae atu ki te hiko nama e rere ana i te wāhanga hiko.
Tirohia te voltage i whakamahia.
Whakarite te urupare%.
Hei tauira:
Voltage mahitahi i te wāhanga hiko = 480 V
Voltage kati i te hiko nama e rere ana = 28.8 V
%Z = 28.8 ÷ 480 × 100
%Z = 6%
Me whakamahi te whakamātautau i ngā taputapu, ngā conductor, te tiaki, me ngā tikanga e tika ana i te mea e mau ana te hiko nama i te wāhanga ahakoa he iti te voltage i whakamahia.
Me whakamātautau te impedance transformer hei wāhanga o te pūnaha hiko katoa, kaua hei uūe i te uara ingoa anake.
| Tirohanga Kōwhiri |
He aha te Me Tirohia |
| kVA transformer |
Te uta ā-tonu me te pā mai i te piki tihi e mōhiotia ana |
| Percentage impedance |
%Z kua whakaritihia e te kaiwhakanao me te tolerans e hāngai ana |
| Voltage tuatoru |
Ko te voltage e whakaaetia ana i te uta noa me te nui |
| Hiko hapa |
Hiko hapa pea i ngā kāwai ki ngā tāhū transformer |
| Te whakaritanga o te puhera |
Te āhua e tika ana te whakarunga me te kaha tohe |
| Te whakawhitinga tiaki |
Whakahaere fuse me breaker i ngā hiko hapa e mōhiotia ana |
| Te pā o te hiko uta |
Te hihiri, inductive, vā me tēnā e hangai ana |
| Te tiimata mīhini |
Te whakaheke voltage mō te kāinga |
| Whakahaere Pātea |
Te ratio voltage, te whanaungatanga āpiti, te impedance, me te tiri uta |
| Te impedance feeder |
Te taurangi voltage tīoke me te busbar |
| Ngā uta e pa ana ki te voltage |
Te voltage taputapu e tika ana i te iti me te teitei |
Me whai wāhi ngā transformer e whakahaere ana i ngā pātea ki ngā ratio voltage, te pā o te āpiti, me ngā āhuatanga impedance e tu ana.
Mēnā kei te rerekē ngā % impedance o te transformer e rua, ka pēnā te unit iti te impedance ki te kawe i te pānga nui o te uta. Ka taea e ia te paingia tatou i mua i te whiwhinga i te hiko ūnua o te transformer teitei te impedance.
Ka taea e ngā transformer e rerekē ana ngā tahua kVA te whakahaere i ngā pātea ina e tautuhia ngā ratio voltage, te pā o te āpiti, nāna pea ngā % impedance me ngā whakaritenga pātea e tuku ana i te tohatoha uta e āhei ana.
Ka taea e te tiimata mīhini te tāpiri i ngā wa e maha o te hiko pātea i runga i te transformer mō te wā poto.
Ko te hiko e rere ana i te hiko transformer me te impedance feeder ka taea te pā ki te whakaheke voltage nui mō te wā poto.
Mō ngā uta mīhini, tirohia:
Te hiko tīmata, te whakaheke voltage, te pūtake mīhini, te wā pīnono, me te uta transformer.
Ko te transformer he pai mō te hiko pātea e rima ana ka taea tonu te whakaputa i te whakaheke voltage kāore e whakaaetia ana i te tiimata.
Ko nga raru e pā ana ki te impedance transformer ka rewa mai hei whakaheke nui i te voltage, te tiimata mīhini e hiahiatia ana, ngā taumata hiko hapa e kore e mōhiotia ana, i te huri kāore e tu tika ana te uta i waenga i ngā transformer pātea.
| Tohu |
Ka tūtohu mātua |
Tūtohinga Tirohia |
| Ka teitei rawa te whakaheke voltage i te uta |
Te impedance teitei, te uta, te pā iti |
Me nui te whakanui i te voltage te whakawheto mua me te tuatoru |
| Ka uaua te tiimata mīhini |
Te whakaheke voltage e hoko ana |
Tīpako te voltage tuatoru i te tiimata. |
| He nui ake te hiko hapa i te whakaaro |
Ko te %Z πραγματική he iti ake i te mea i whakaaro mai, kātahi ka kaha ake te puna i te mea i whakaaro mai |
Tirohia te raraunga o te whakatipuranga me te taatai hiko hapa |
| He iti iho te hiko hapa i te whakaaro |
He puna, he kōhua, he ripa, he haerenga atu |
Tirohia te huarahi hiko katoa |
| Te uta hiko o te whakatipuranga i te rāhui |
He rahi tauira i ngā utu hiko, he rahi ākonga |
Tirohia ngā tohutohu mo te whakatipuranga me ngā raraunga whakamātautau |
| Ko te voltage pai i te whakatipuranga engari he iti i ngā taputapu |
Ko te tūpono hiko i te kāwai |
Me whakawātea te voltage i ngā wāhi e rua i raro i te yük |
| Ka rerekē ngā putanga i te kaha hiko tākai |
Te pakaru haumanuka i te hiko |
Me whakawātea te hiko me te tākai hiko |
| Ka pāna te whakatipuranga |
Te uta teitei, ngā ahumahi, he nui te pāmahana, he ngaro kaihoko |
Tirohia te hiko, pāmahana, ngā ahumahi, me te hau |
Kaore e pā ana te iti hiko i te yük ki te pā ki te whakatipuranga koha he kore.
Ko ētahi atu take pea ko ngā kaiwhakahaere iti, he pātene pūoko roa, ngā tūwhā ki te pupuri, ngā hono teitei te pāmahana, te hiko tuatahi iti, ngā waahi tapahi he hē, ngā kāwai tāki, he whakarite kore e hāngai ana ki te toru-fāte.
Me whakawātea te hiko i ngā porotaka tuarua o te whakatipuranga me te yük tūturu i te wā e rere ana te hiko. Ka awhina tēnei ki te wehewehe i te ngā rerekētanga whakatipuranga mai i te tono hiko teitei.
Kaua e whakaarohia he pānga rika paerewa i te taatai i te hiko hapatanga e wātea ana. Whakamahia te whakamōhio whakatapua, ngā raraunga kaiwhakanao, rānei te uara whakamātautau kua whakaritea i nga wā katoa e taea ana.
Ko te pūrongo hiko hāngai me kī hoki ngā pānga puna, ngā pānga kaiwhakahaere, ngā pākete, te tautoko i te miihini, te hiko whakamahinga, te heke o te impedance whakatipuranga, me te rahinga X/R.
Ko te impedance o te whakatipuranga e tohu ana i te pāmahana tino me te teitei hiko e whakamāmā ana i te hiko me te aukati i te hiko hapa. Ko te %Z he huarahi whakamāmā ki te whakaputa i ngā rahi, i te mea ko te whakahaere hiko e whakaatu ana i te pehea e rerekē ana te hiko tuturu i ngā utu kua whakaritihia me te tākai hiko. Ka whakatairanga te iti o te impedance i te whakawhiti hiko, engari ka whakapiki te hiko hapa pea. Nā reira, ko te whiriwhiri i te whakatipuranga tika e hiahia ana ki te whakaaro ki te %Z, te whakahaere hiko, te tākai hiko, te tīmata miihini, ngā taumata hiko hapa, te mahi i te ipurangi, me ngā whakaritenga tiaki.
Me whakaatu te pānga tuatahi:
Zbase = Vrated² ÷ Srated
I muri mai:
|Zeq| = (%Z ÷ 100) × Zbase
Mō tētahi whakatipuranga toru-fāte e whakamahi ana i te noho pūāhua katoa me te hiko ripa ki te ripa, whakamahia Zbase = VLL² ÷ S3φ. Me hāngai ngā wāriu katoa ki te taha kotahi o te whakatipuranga.
Tuatahi kāore e tākaro i te tohu hiko i tētahi wāhi:
Irated = S3φ ÷ (√3 × VLL)
I muri mai whakamātau:
ISC,sym ≈ Irated × 100 ÷ %Z
Ka hoatu tēnei i te RMS hiko hangai o ngā whakatipuranga i roto i ngā whakaritenga e whakatau ana.
Ko te whakamahinga anake o te whakatipuranga e ngana ana ki nga pūtāuta, ngā kōrero, ngā buses, me ngā pānga hono. Ko enei pānga atu ka tapahia te hiko hapa e wātea ana. Ko te hiko whakamahinga, te whakatipuranga, te penahiko pānga, me te rahinga X/R ka taea hoki te pā ki te hua i whakamahi i te rārangi e tukuna ana.
Āe. Ka taea te kVA rerekē te huri i lalo i te wā ka he te rahi o te hiko, te āhua, te pāmahana, te %Z, me ngā whakaritenga mō te huri ki te pānga. Me hui te whakatipuranga ki te uta me te kaua e pā te ōhanga ki tētahi iwi.
I te wā ka mārō te whakahau o te tākai hiko, ka tango te hiko pākiki i te wāhanga te pāmahana:
%VR ≈ k(%R cos φ − %X sin φ)
Mēnā he nui te wāhanga pākiki, ka taea e te hiko tīwiri te whare kia nui ake i te kāwai whaiaro, ka puta te pāmahana hiko raru.
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