Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthini

Методы и инструменты анализа

Ziziphi iingongoma zePivot (inqaku lokujikeleza) okanye Amaphuzu ePivot ngamagama alula, indlela yokubala, indlela yokwakha, ingundoqo yesalathisi sePivot, indlela yokusebenzisa isalathisi. Amanqaku ePivot, okanye iPivot yakudala, sisixhobo esisetyenziswa ngabarhwebi abaziingcali kuzo zonke iimarike zemali. Ibonisa amanqaku e-pivot kwaye ikuvumela ukuba wakhe
imigca yenkxaso kunye nokumelana . Le ndlela ibonelela ngeempawu ezikumgangatho ophezulu. Ikwalula kwaye kulula ukuyisebenzisa nakubarhwebi abasaqalayo.
Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthini

Yintoni Amanqaku ePivot

Amanqaku ePivot, ukuyibeka ngokulula, ziindawo ezibuyela umva kwitshati yexabiso. Lo ngumyinge wamanani aphezulu, aphantsi, kunye nexabiso lokuvala le-asethi ethile ngosuku lwangaphambili lokurhweba. Abarhwebi bamisela iintshukumo zexabiso elizayo kwaye baseke isicwangciso sabo sokurhweba ngokuyinxalenye kula manqaku epivot.

Le ndlela yaphuhliswa nguHenry Chase kwi-1930s. Ubale i-pivot point usebenzisa ifomyula ebandakanya ixabiso eliphezulu, eliphantsi, kunye nokuvala losuku lwangaphambili. Ngelo xesha, izibalo zenziwe ngesandla, kwaye abahwebi bathengisa ngaphandle koncedo lweekhompyutheni.

Ifomula ibala ixabiso elijoliswe kuyo, ngokubhekiselele apho amanqanaba atsalwa khona. Kwakucingelwa ukuba ixabiso liya kugqobhoza, okanye litshintshe indlela. Ngoku akusekho mfuneko yokuba wenze izibalo ngokwakho. Zininzi ii-algorithms kunye neenkonzo ezenza oku. Into ebalulekileyo yale ndlela kukuba ayikho subjective. Wonke umntu uphawula inkxaso esemgangathweni kunye nokuxhathisa ngokwemithetho yakhe. Nangona kukho iindlela zokuvavanya ngokubanzi, iintsingiselo zazo ziyahluka kumntu nomntu. Iipivothi zingabalwa kusetyenziswa ifomula kwaye ziyafana kumntu wonke. Ngenxa yesi sizathu, zisetyenziswa ngabathathi-nxaxheba abakhulu beemarike ezifana neebhanki, abenzi beemarike, njl.

Abalwa njani amanqaku epivot?

Abarhwebi babehlala bezama ukuphucula iindlela zakudala. Ngenxa yoko, namhlanje kukho iifomula ezininzi:

  1. Ngokwemveli . Indlela yokuqala yeyona ilula.
  2. . _ Yahluke kancinane, kodwa inesicelo esifanayo.
  3. Woody . Ixabiso lokuvala lelona libaluleke kakhulu kobu buchule.
  4. Camarilla . Isetyenziselwa ukumisela ilahleko yokuyeka kunye nokuthatha inzuzo.
  5. Fibonacci . Ubalo lusebenzisa iFibonacci correction factor.
  6. DeMark . Uqikelelo lwezowuni ezigqithisileyo.

Indlela yokubala yendabuko ilula kakhulu: yongeza amaxabiso aphantsi, aphezulu kwaye avaliweyo. Ukwahlula ixabiso elibangelwa yi-3: (phezulu + ephantsi + vala): 3 = I-Pivot. Eli xabiso lelona liphambili. Imigca eseleyo ibalwa ngokwesi siseko:

  • Imivalo emi-3 ngaphezu kwendawo ephakathi – ukuxhathisa.
  • Imigca emi-3 ngaphantsi kweziko – inkxaso.

Uhlobo ngalunye lubalwa ngokwahlukileyo. Ukuba kuyimfuneko, unokuzibala ezi xabiso, kodwa akukhuthazwa ukuba wenze oku ngesandla. Kungcono ukusebenzisa ubuchule obukhethekileyo. Naziphi na ezi ntlobo zinokuqheliselwa. Ngokuqhelekileyo, abaninzi baqala ngenketho yendabuko kwaye banelisekile ngokupheleleyo ngayo. Bakwavavanywa ngokomfuniselo ukumisela eyona ndlela ilungileyo yesibini semali ethile. UTom DeMark uphuhlise inkqubo yokubala efanayo njengoko kubonisiwe kwitheyibhile engezantsi.

UmbusoIfomulaAmanqaku anamhlanje
Ukuba izolo kuvuliwe > kuvaliwe izoloP = (Kuphezulu kwayizolo x 2) + Okuphantsi kwayizolo + Ukuvala kwayizoloPhantsi = P/2 – Izolo Eliphakamileyo liPhakamileyo = P/2 – Izolo eliphantsi
Ukuba izolo ivuliwe < ivaliwe izoloP = (Okuphantsi kwayizolo x 2) + Kuphezulu kwayizolo + Ukuvala kwayizoloPhantsi = P/2 – Izolo Eliphakamileyo liPhakamileyo = P/2 – Izolo eliphantsi
Ukuba izolo kuvuliwe = kuvaliwe izoloP = (Ukuphela Kwayizolo x 2) + Okuphantsi kwayizolo + Kuphezulu kwayizoloPhantsi = P/2 – Izolo Eliphakamileyo liPhakamileyo = P/2 – Izolo eliphantsi

Abanye abahlalutyi bakwasebenzisa ixabiso lanamhlanje elivulekileyo kwi-equation ekubaleni umndilili wokuqala. Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthini

Yintoni iNqanaba lePivot?

Isalathisi sePivot Point sisekelwe kwingcamango yokuba imarike ibala yonke into kwaye imbali iphinda iziphindaphinda. Lo ngumgaqo wesalathisi: ukuvala kunye nokuvula amaxabiso ekhandlela angasetyenziselwa njengenkxaso kunye namanqanaba okumelana kwixesha elizayo. Ke ngoko, abarhwebi basebenzisa ixesha elikhulu lokubeka amanqanaba kwaye bawasebenzise kurhwebo lwabo. Masithi amanqanaba abalwa kwiitshathi D1 nangaphezulu, kwaye urhwebo lubekwe kwiitshathi zekhefu elincinci lexesha, umzekelo, i-M30 nangaphantsi.

Kukwabalulekile ukuqaphela ukuba amanqanaba ePivot akameli inani elithile okanye ixabiso kwitshati: amele uluhlu olunokuthi amaxabiso ahlale ngaphakathi kwexesha elithile.

Ijongeka njani iPivot kwitshati

Amanqanaba ePivot aboniswa kwitshati njengemigca ethe tye, ngelixa inqanaba eliphakathi ligxininiswe, kwaye amanqanaba enkxaso kunye nokuchasana achithwa ngokungagqibekanga (umbala kunye nesitayela semigca yezinga linokutshintshwa kwizicwangciso njengoko zifunwa).
Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthini
Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthini

Izicwangciso zokurhweba

Kukho ezi zicwangciso zilandelayo zokurhweba ngamanqaku epivot:

  • Vula izithuba ezimfutshane xa ixabiso lingaphantsi kwendawo ephambili ye-pivot.
  • Vula izikhundla ezide xa ixabiso lingaphezulu kwendawo ephambili ye-pivot.
  • Yiba kwindawo ende xa ixabiso lisuka kwi-S1, i-S2 okanye i-S3.
  • Ukuba mfutshane ukuba ixabiso lisuka kwi-R1, i-R2 okanye i-R3.

Ezi zilandelayo zizicwangciso eziphambili zokurhweba ezisetyenziswa ngamanqaku ePivot:

  1. Ukuba isenzo sexabiso siguquguquka kwaye siqhume ngaphambi kokufikelela kwinqanaba le-pivot, faka urhwebo kwicala le-bounce. Ukuba urhwebo olunexabiso elingaphezulu komgca wepivot luvavanywa kwaye ixabiso lisondela kumgca wepivot kwaye libuyele kwi-uptrends, kufuneka kufakwe urhwebo olude. Ngakolunye uhlangothi, ukuba umgca we-pivot osezantsi uyavavanywa kwaye ixabiso libuyela kwi-downside emva kokubetha i-pivot point, thengisa ngokufutshane. Ukulahleka kokuyeka kwintengiso kungaphezulu komgca we-pivot ukuba urhwebo lufutshane kwaye lungaphantsi komgca we-pivot ukuba urhwebo lude.
  2. Xa isenzo sexabiso siphula umgca we-pivot, ngoko urhwebo kufuneka luqhubeke ngendlela yokuphuma. Ukuqhambuka kwe-bullish, urhwebo kufuneka lube lude.

https://articles.opexflow.com/analysis-methods-and-tools/podderzhki-i-soprotivleniya-v-tradinge.htm

Umzekelo wokurhweba ngamanqaku kunye namanqanaba ePivot

Abarhwebi kaninzi abakhethi kwangaphambili ukuba bathengise ntoni namhlanje. Bajonga imarike kwaye bakhethe amaqhinga asekelwe kwinto eyenzekayo. Makhe sijonge umzekelo wendlela onokuthi uphumeze ngayo amanqaku ePivot kwimisebenzi yakho yemihla ngemihla. Masivule iperi yemali kwaye sisebenzise amanqaku ePivot kuwo. Lo mzekelo usebenzisa i-algorithm yePivot Points All-In-One, eyenziwa ngabenzi kwaye inokusebenzisa iifomyula ezahlukeneyo. Indlela yeklasikhi esekelwe kwindlela eqhelekileyo ibonisiwe. Isibini semali – i-EURUSD, ikhefu lexesha – M30. Okokuqala kufuneka uqikelele umkhwa wangoku. Kukho umgaqo jikelele obonisa isikhokelo sabatyali-mali. Xa usuku luvula ngaphezu kwenqanaba eliphambili, izikhundla zokuthenga ziya kuqwalaselwa. Ukuba iphantsi, baya kukhangela amangenelo athengiswayo. Umgca ophambili uphawulwe ngeblue, kwaye ukuba usuku lokuvula lungaphezulu kwalo,
Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthiniNgokukhawuleza ukuba ukuvulwa kwenzeke, ixabiso liya kuhla kwaye lisondele kumanqaku ePivot. Umkhwa uchongiwe kule meko njengendlela yokunyuka, ngoko sinokucinga ukuba iikowuti ziya kugxuma kwaye i-rebound iya kwenzeka. Kufuneka ulinde ukubamba kwaye ubukele. Akuvumelekanga ukuvula umyalelo ngaphambi kwexesha. Ngokukhawuleza ukuba i-touch iyenzeka, ikhandlela liya kuvala ngaphezu kwenqanaba. Kwibhari elandelayo sithenga.

  • Ukuyeka-ilahleko ibekwe emva komgca.
  • Thatha-inzuzo – kumgca okufutshane.

Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthiniUyabona ukuba inzuzo iya kulungiswa ngokuthe ngqo kwindawo echaziweyo. Urhwebo luya kuvalwa kufutshane nomgca olandelayo. I-pin bar nayo yenziwe, iqikelela ukuguqulwa. Silindele i-rebound ukusuka kwinqanaba kunye nokutshintsha kwendlela. Ijelo lenziwa, ukusuka kwimida apho urhwebo lunokwenzeka. Ngokusekelwe kwindlela, sinokuthi ukuthengiswa kuya kuba yingozi enkulu.
Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthiniNgoko ke, umrhwebi ukhetha into amakayenze. Unokuqhubeka nokusebenza nalo mfanekiso okanye ale ukungena. Nangona kunjalo, ipini yipatheni ekumgangatho ophezulu esebenza kakuhle kwiimbini ezahlukeneyo zemali. Ngenxa yesi sizathu, ungayisebenzisa. Kufuneka ulinde ukubunjwa kwekhandlela elilandelayo emva kwepini – iya kuqhekeza kwinqanaba, kodwa vala ngaphantsi kwayo. Ungeno luya kwenziwa kwindawo evulekileyo yebar elandelayo. Yeka ilahleko – kwinqanaba ngalinye, thatha – kumgca obalulekileyo osondeleyo. Ucaphulo luyaguquguquka phakathi koluhlu. Kodwa umtyali-mali ogulayo ulinda ngokuzolileyo ukuba imiyalelo ivalwe emva kokwenza inzuzo. Kunokwenzeka ukuseta inzuzo kwangaphambili kwaye ungalindi ukuguquguquka, kodwa akunakwenzeka ukuqikelela zonke iintshukumo.
Athini amaNqanaba ePivot kunye namaNqanaba, aBalwa njani amanqaku ePivot kwaye athetha ukuthiniNjengoko unokubona kwiscreenshot, amaxabiso ahamba ngaphakathi koluhlu oluthile ngexesha lasemini. Ukusebenzisa isicwangciso esifanayo, kuya kwenzeka ukuthenga kunye nokuthengisa elinye ixesha ukusuka kwimida yomjelo. Olu hlobo lokurhweba lukuvumela ukuba ufumane inani elikhulu lamanqaku ngokwenza urhwebo lwexesha elifutshane kunye nokumisa amancinci.

Iinzuzo kunye neengozi zesalathisi sePivot Points

Izinto eziluncedo ziquka oku kulandelayo:

  1. Ukusebenziseka lula.
  2. Inika umbono weentshukumo zamaxabiso ezinokwenzeka.
  3. Ukubala kwemathematika okusekelwe kumaxabiso athile.
  4. Inokusetyenziswa kumathuba ahlukeneyo exesha.
  5. Ungarhweba ngeeodolo ezilindileyo.

Isalathisi seNqanaba lePivot ngokungathandabuzekiyo sisixhobo esinamandla kakhulu sokuhlalutya imarike kwaye, ukuba isetyenziswe ngokuchanekileyo, inokuba luncedo kakhulu kubaqalayo kunye nabahwebi abanamava ekuthengiseni iimarike zemali. Ngokungafaniyo nezinye izixhobo zokurhweba ezisebenzisa ixesha elide, isalathisi seBeer Points sifumana idatha ukusuka kusuku olunye lokurhweba. Ukuqikelela inqanaba elinokwenzeka lenkxaso kunye nokuchasana kufuna amaxabiso aphezulu, aphantsi kwaye avale ukusuka kusuku lwangaphambili. Ukungalungi kwesalathisi kubandakanya iindlela ezininzi zokubala, ezikhokelela ekudidekeni malunga nokuba yeyiphi enye engcono, ichanekile okanye ichaneke ngakumbi. Ukuba usebenzisa ukubalwa kwesalathisi se-D1, idatha yangoku inokuthi iphelelwe yisikhathi kwiseshoni yokurhweba elandelayo. I-Pivot Point Indicator sisixhobo esilula ukusebenzisa esiye safakwa kwiiplatifti zokurhweba.

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